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	<title>The Americas Post &#187; Tech</title>
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		<title>Cuban foreign minister calls for US relations</title>
		<link>http://www.theamericaspostes.com/3838/3838/</link>
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		<pubDate>Thu, 29 Sep 2011 04:31:05 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
				<category><![CDATA[Ajax]]></category>
		<category><![CDATA[CENTRAL AMERICA & THE CARIBBEAN]]></category>
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		<category><![CDATA[alan gross]]></category>
		<category><![CDATA[bruno rodriguez]]></category>
		<category><![CDATA[cuban foreign minister]]></category>
		<category><![CDATA[fidel castro]]></category>
		<category><![CDATA[US cuban relations]]></category>

		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3838</guid>
		<description><![CDATA[Cuban Foreign Minister Bruno Rodriguez said Monday he wants to re-establish relations with the United States, with a focus on humanitarian and other issues. &#8220;The Cuban government reiterates its willingness and interest to move toward the normalization of relations with the United States,&#8221; Rodriguez said. &#8220;Today I reiterate the proposal of beginning a dialogue aimed [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3839" class="wp-caption alignleft" style="width: 282px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/bruno-rodriguez.jpg"><img class="size-full wp-image-3839" title="Rodriguez wants to be friends with the U.S." src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/bruno-rodriguez.jpg" alt="" width="272" height="186" /></a><p class="wp-caption-text">Rodriguez wants to be friends with the U.S.</p></div>
<p>Cuban Foreign Minister Bruno Rodriguez said Monday he wants to re-establish relations with the United States, with a focus on humanitarian and other issues.</p>
<p>&#8220;The Cuban government reiterates its willingness and interest to move toward the normalization of relations with the United States,&#8221; Rodriguez said.</p>
<p>&#8220;Today I reiterate the proposal of beginning a dialogue aimed at solving bilateral problems, including humanitarian issues, as well as the offer of negotiating several cooperation agreements to combat drug-trafficking, terrorism, human smuggling, prevent natural disasters and protect the environment.&#8221;</p>
<p>The foreign minister said the two countries have many points of understanding in common.</p>
<p>Prominent among the humanitarian issues pending between the two countries is the continued detention of US citizen Alan Gross, who the Cuban government has accused of illegally smuggling in communications equipment while on a USAID-funded democracy building program.  Earlier this year he was sentenced to 15 years for crimes against the state.</p>
<p>Cuban officials including President Raul Castro accused him of spying, but Gross claimed he was only wanted to help the island&#8217;s tiny Jewish community get Internet access.</p>
<p>The case has harmed chances for improved relations between Washington and Havana, which briefly seemed to be getting better after Obama assumed the presidency.</p>
<p>Another stumbling block may be former Cuban leader Fidel Castro.  In his first opinion column since early July, the patriarch accused President Barack Obama of speaking &#8220;gibberish&#8221; in his recent address to the United Nations and called NATO&#8217;s actions in Libya a &#8220;monstrous crime&#8221;.</p>
<p>&nbsp;</p>
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		<title>Sensor Urban Environments can prevent and fight robberies, terrorism attacks, natural catastrophes and other emergencies.</title>
		<link>http://www.theamericaspostes.com/3752/sensor-urban-environments-can-prevent-and-fight-robberies-terrorism-attacks-natural-catastrophes-and-other-emergencies/</link>
		<comments>http://www.theamericaspostes.com/3752/sensor-urban-environments-can-prevent-and-fight-robberies-terrorism-attacks-natural-catastrophes-and-other-emergencies/#comments</comments>
		<pubDate>Wed, 14 Sep 2011 21:49:45 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<category><![CDATA[Counter Terrorism]]></category>
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		<category><![CDATA[Surveillance]]></category>
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		<description><![CDATA[This document was published by the criminology scientists Charalampos Doulaverakis, Nikolaos Konstantinou, Thomas Knape, Ioannis Kompatsiaris and John Soldatos. Doulaverakis was the keynote speaker at the EISIC 2011 SecuAll scientists are related to three institutions: a)  Informatics and Telematics Institute, Centre for Research and Technology Hellas  in Thessaloniki, Greece  b) the Autonomic and Grid Computing [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3753" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSCF0009.jpg"><img class="size-medium wp-image-3753" title="Keynote Speaker Charalampos Doulaverakis Eng MSc after his speech in Athens, met with our Publisher Victor Bjorgan." src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSCF0009-300x225.jpg" alt="" width="300" height="225" /></a><p class="wp-caption-text">Keynote Speaker Charalampos Doulaverakis Eng MSc after his speech in Athens, met with our Publisher Victor Bjorgan.</p></div>
<p>This document was published by the criminology scientists Charalampos Doulaverakis, Nikolaos Konstantinou, Thomas Knape, Ioannis Kompatsiaris and John Soldatos.</p>
<p>Doulaverakis was the keynote speaker at the EISIC 2011 SecuAll scientists are related to three institutions: a)  Informatics and Telematics Institute, Centre for Research and Technology Hellas  in Thessaloniki, Greece  b) the Autonomic and Grid Computing Laboratory, Athens Information Technology, Athens, Greece</p>
<p>c) Data Fusion International, Dublin, Ireland.<br />
<strong>Abstract—This paper introduces a novel sensor information</strong><br />
<strong>fusion system enabling security and surveillance in large scale</strong><br />
<strong>sensor saturated urban environments. The system is built over</strong><br />
<strong>state-of-the art sensor networks middleware and provides information</strong><br />
<strong>fusion at multiple layers. A distinguishing characteristic</strong><br />
<strong>of the system is that it support seamless integration with semantic</strong><br />
<strong>web middleware (including ontologies and inference mechanisms),</strong><br />
<strong>which enable intelligent high-level accurate reasoning.</strong><br />
<strong>This is a key functionality for efficient surveillance in large scale</strong><br />
<strong>environment, where manual inspection of individual tracking</strong><br />
<strong>systems becomes extremely resourceful and overall impractical.</strong><br />
<strong>A proof-of-concept implementation of the system manifests its</strong><br />
<strong>benefits and technical challenges, while also outlining lessons</strong><br />
<strong>learnt.</strong><br />
I. INTRODUCTION<br />
The proliferation of ubiquitous computing and the parallel<br />
decrease of the price of sensors has recently allowed sensor<br />
applications to make their appearance in a variety of domains.<br />
Especially, sensor applications with emphasis on large scale<br />
deployments in urban environments and the emerging wave of<br />
participatory sensing applications such as WikiCity [1], City-<br />
Sense [2], and Google Latitude [3] has offered fundamental<br />
changes and advancements both in the academia as well as in<br />
the heart of the society itself. Nowadays, more than ever, we<br />
are witnessing the materialization of visions and concepts such<br />
as the Internet-of-Things (IoT) [4] and M2M communications<br />
[5].<br />
Recent incidents have manifested that modern cities are<br />
very susceptible to terrorist attacks. For instance, the collapse<br />
of New York’s Twin Towers on 11th September 2001, the<br />
bombing of packed commuter trains in Madrid on 11th March<br />
2004, the London bombings in July 2005, or the Moscow<br />
metro in March 2010 demonstrate that prominent applications<br />
need to be devised in order to serve critical surveillance and<br />
security needs in urban environments.<br />
However, numerous challenges are associated with such<br />
efforts. The large scale nature of both the geographically<br />
dispersed environment as well as of the volume of the data,<br />
the multiple distributed heterogeneous components that need<br />
to be assembled, spanning sensor, sensor processing, signal<br />
processing (including A/V) components, often from multiple<br />
vendors are some of the issues that need to be addressed. Additionally,<br />
the need for automation, since manual observation<br />
of multiple camera feeds is not possible, and the inclusion of<br />
high-level intelligent reasoning for event inference are features<br />
without which the added value of the system is limited.<br />
In order to tackle these issues in global sensor networks, various<br />
frameworks have been developed, offering programmable<br />
and configurable solutions, e.g. [6]–[8]. Among the most<br />
important in these frameworks is the limited support for perceptual<br />
processing components – with the exception of some<br />
more heavyweight frameworks [9] – and limited support for<br />
semantics embodiment, inference, and high-level reasoning.<br />
Employment of Semantic Web technologies in sensor networks<br />
research focuses mainly on sensor modelling in order<br />
to enable higher level processing for event/situation analysis.<br />
Initiatives such as [10] use SUMO as their core ontology under<br />
which they define a sensor ontology for annotating the sensors<br />
and it can be then queried for sensor discovery. Other frameworks,<br />
such as the one proposed in [11], define ontologies for<br />
sensor measurement and sensor description. The framework<br />
emerges from the W3C Semantic Sensor Network XG1 which<br />
aims at providing ontologies and semantic annotations that<br />
define capabilities of sensors and sensor networks.<br />
Ontologies have been proposed for situation awareness<br />
(SAW) in sensor fusion applications where their ability to<br />
model a domain or a “part of the world” is utilized. Several<br />
approaches have been proposed as in [12] where the authors<br />
define a core ontology for SAW which can be used as a basis<br />
from which to build separate ontologies for arbitrary situations<br />
that are able to express objects, relations and their evolution<br />
over time.<br />
In [13], we  the authors used an ontology to create a unified<br />
expression of the Situation Theory [14], [15]. The Situation<br />
Theory Ontology (STO) is expressed in OWL which enables<br />
situations to be described using a formal language, thus<br />
allowing inference through a reasoning engine or by using<br />
appropriate rules.<br />
A framework for the designing of ontology for SAW is<br />
presented in [16] where a six step guide to design ontologies</p>
<p>based on the Basic Formal Ontology (BFO) is presented. The<br />
authors test their framework in a situation assessment in a postdisaster<br />
environment context and claim that their BFO-based<br />
ontology was able to capture the complexities of the testing<br />
context and provide adequate inferential capabilities for higher<br />
level fusion.<br />
All the above methods do not propose an architecture which<br />
will integrate sensors and low level processing modules with<br />
higher level fusion process for situation awareness. In order<br />
to address this limitation, a solution is presented in this paper<br />
that<br />
∙ Comprises a multi-level fusion system, at all JDL (see<br />
Section II-B) levels<br />
∙ Seamlessly blends ontologies with low-level information<br />
databases<br />
∙ Combines semantic web middleware with sensor networks<br />
middleware<br />
The structure of the paper is as follows: Section II analyses<br />
the architectural approach that is followed, Section III demonstrates<br />
the Low Level Fusion (LLF) capabilities, Section IV<br />
the semantic and reasoning capabilities, Section V presents<br />
implementation details and example use cases, while Section<br />
VI concludes the paper by presenting out comments and<br />
remarks.<br />
<strong>II. PROPOSED APPLICATION AND ARCHITECTURE</strong><br />
In order to test our approach, a suitable environment for<br />
setting up and deploying the proposed sensor analysis architecture<br />
had to be selected. Security surveillance environments<br />
offer an ideal set up in which the main characteristics that<br />
make it distinguishing are:<br />
∙ Usually security surveillance areas are sensor saturated<br />
environments with electro-optical (visual and IR cameras)<br />
and acoustic sensors being more common while<br />
others like temperature or RFID, etc sensors can also<br />
be found. The abundance of available sensors makes it<br />
more possible to capture the various events that take<br />
place in a surveillance session. However, the higher the<br />
number of sensors, the more difficult it is to manage and<br />
observe them. Additionally, it makes it harder to filter out<br />
information that is irrelevant or discover information that<br />
could potentially be useful.<br />
∙ Surveillance environments are deployed in areas that are<br />
densely populated in terms of people but also in assets,<br />
e.g. buildings or vehicles, hence many events that could<br />
be of interest are taking place. This fact, coupled with<br />
the higher chance of these events to be captured by the<br />
sensors (the previous characteristic), makes discovery of<br />
important events difficult.<br />
∙ Multiple processing algorithms and context-acquisition<br />
components, which are used for extracting information<br />
and detecting events, require a method for managing the<br />
data that they produce.<br />
∙ Due to the variety of sensor modalities that are deployed<br />
there is a large degree of sensor and data heterogeneity</p>
<p><img 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" alt="" /></p>
<p><strong>Fig. 1. Architecture of the proposed system</strong><br />
that need to be tackled by the sensor management and<br />
analysis system.<br />
Public security in urban areas can be a challenging task to<br />
security personnel. Threats posed to citizens include crimes<br />
such as robberies, terrorism attacks, natural catastrophes and<br />
other emergencies. Being aware of threatening situations either<br />
in the moment or being able to forecast events from security<br />
monitoring applications enables security personnel to take the<br />
right actions in context. Fusion of data from appropriate sensor<br />
types supports inferring threatening situations in the context of<br />
situation specific parameters. An example of such a deployed<br />
sensor network is the case of urban surveillance in an urban<br />
war environment where data feeds from multiple sensors, e.g.<br />
visible spectrum and IR cameras, acoustic sensors, seismic<br />
sensors, etc, are directed to a command center and critical<br />
decisions have to be made in short time regarding the threat<br />
level in a situation.<br />
Taking into account the above facts, a method is required<br />
that will enable efficient information processing and management.<br />
Semantic web and ontologies can efficiently handle<br />
heterogeneous information through semantic description of<br />
knowledge. Additionally, ontologies are used to model domain<br />
knowledge through class definitions and relations between<br />
classes. The knowledge model and the underlying data can<br />
then be used for supporting reasoning services in order to infer<br />
new knowledge that is not explicitly stated. These features<br />
can be utilized in a sensor network in order to provide the<br />
backbone for intelligent sensor fusion.<br />
<strong>A. System architecture</strong><br />
Figure 1 illustrates the approach followed in the hereby<br />
presented work. At the bottom layer are the sensors, that are<br />
translating their perception of the world into raw sensor data.<br />
This data is processed by the leaf nodes, that are operating<br />
at the LLF layer which adds structure to the data. The nodes<br />
are named “Leaf” nodes because, if the architecture can be<br />
considered as tree-like, then these nodes can be considered<br />
as leaves, in the sense that they do not have children nodes<br />
of inferior capabilities or at a lower level. When deemed<br />
necessary, signal processing components can be hosted in<br />
dedicated hardware since, specifically in A/V processing, algorithms<br />
may be extremely resource-hungry. At the high-level<br />
fusion (HLF) layer, intelligence is added to the system, by</p>
<p>mapping the collected data into ontology concepts, achieving<br />
thus uniform information representation throughout the system<br />
and enabling reasoning.<br />
The Central Control layer that is logically on top of the<br />
infrastructure offers monitoring and control capabilities. In<br />
essence, it comprises:<br />
∙ A database (DB) where high-level information such as<br />
events and threats is stored<br />
∙ An Environmental Service (ES) that enables geospatial<br />
services<br />
∙ The Semantic Fusion component that performs analysis<br />
on the system-wide high-level collected information in<br />
order to infer events and potential risks and threats<br />
∙ The Common Operational Picture (COP) that offers a<br />
visualization of the system state with regard to deployed<br />
sensors, detected objects, sensed events and inferred<br />
threats.<br />
In the following sections, we analyse how the aforementioned<br />
layers and components function and interoperate in<br />
order to achieve intelligent information fusion in an urban<br />
environment.<br />
<strong>B. JDL model for sensor fusion</strong><br />
In order to improve communications among military researchers<br />
and system developers, the Joint Directors of Laboratories<br />
(JDL) Data Fusion Working Group began an effort<br />
to define the terminology related to data fusion. The result<br />
of that effort was the creation, in 1986, of a process model<br />
for data fusion and a data fusion lexicon [17]. The JDL<br />
process model is a paper model of data fusion and is intended<br />
to be very general and useful across multiple application<br />
areas. The JDL data fusion process model is a conceptual<br />
model which identifies the processes, functions, categories of<br />
techniques, and specific techniques applicable to data fusion<br />
(Figure 2). According to the model data fusion process is<br />
conceptualized by sensor inputs, human-computer interaction,<br />
database management, source preprocessing, and four key<br />
subprocesses:<br />
1) Level 1 (Object Refinement): is aimed at combining<br />
sensor data together to obtain a reliable estimation of<br />
an entity position, velocity, attributes, and identity;<br />
2) Level 2 (Situation Refinement): dynamically attempts<br />
to develop a description of current relationships among<br />
entities and events in the context of their environment;<br />
3) Level 3 (Threat Refinement): projects the current situation<br />
into the future to draw inferences about enemy<br />
threats, friendly and enemy vulnerabilities, and opportunities<br />
for operations;<br />
4) Level 4 (Process Refinement): is a meta-process which<br />
monitors the overall data fusion process to assess and<br />
improve the real-time system performance.<br />
Revisions of the model suggest the addition of 2 more<br />
levels: A lower Level 0 (Source preprocessing/Sub-object<br />
refinement) which aims to estimate the state of sub-object<br />
entities such as signals and features, and a higher Level 5</p>
<p>(Cognitive or User Refinement) which introduces man in the</p>
<p>fusion loop where the aim is to generate fusion information<br />
according to the needs of the system user.</p>
<p><img 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" alt="" /></p>
<p>Fig. 2. The JDL model levels and how they are related to the proposed<br />
system’s layers and nodes<br />
The current paper focuses in the definition of a sensor fusion<br />
architecture which addresses matters that correspond to the<br />
higher JDL levels 2, 3 and 4, i.e. situation, threat assessment<br />
and process refinement respectively, as is depicted in Figure<br />
2. Ontologies, with their inherent ability to model relations,<br />
can be employed to provide enough specificity in describing<br />
the higher level concepts of JDL but also to describe the<br />
relations between these concepts [18]. The ontology provides<br />
the standardized form in which situations are defined so<br />
that appropriate algorithms for situation assessment can be<br />
formulated.<br />
III. LOW-LEVEL FUSION CAPABILITIES<br />
In order to perform Low-Level Fusion, our work relies on<br />
the GSN2 middleware. The middleware constitutes an opensource,<br />
Java-based implementation. It was designed in order<br />
to allow processing from a large number of sensors and as<br />
such, it covers the functionality requirements of low level<br />
fusion in sensor data streams. In order to acquire information,<br />
GSN introduces the concept of “virtual sensor”. Any data<br />
provider, not only sensors can provide data to a GSN instance,<br />
as long as a virtual sensor configuration file (in the form of<br />
an XML) defines the the processing class, the sliding window<br />
size, the datasource and the output fields. GSN Servers can<br />
communicate between them, thus forming a network where<br />
information is collected, communicated, fused and integrated<br />
in order to produce the desired results.<br />
As far as it concerns data acquisition, each GSN node can<br />
support input from more than one data stream. In order to<br />
combine the information, an SQL-like procedural language is<br />
offered. This allows to the user to define LLF functions in the<br />
following manner, while GSN takes care behind the scenes<br />
about crucial issues such as thread safety, synchronization,<br />
etc.<br />
SELECT source1.S1 AS NumberOfPersons, source2.S2<br />
AS ExistenceOfSmoke<br />
FROM source1, source2<br />
WHERE NumberOfPersons&gt;0 AND ExistenceOfSmoke=&#8221;true&#8221;<br />
In the example above, there are two data providers for one<br />
GSN Server.</p>
<p>This virtual sensor definition will produce events only in<br />
the case when the WHERE condition is satisfied. The example<br />
above demonstrates the concept of fusion: results are provided<br />
by taking into account the inputs from both the sensors.<br />
Using the abovementioned approach, a variety of signal<br />
processing components can be integrated into one unifying<br />
architecture. For instance, the example above can be supported<br />
using a Body Tracker [19], [20] and a Smoke Detector, in order<br />
to produce alerts when persons are detected near smoke. In the<br />
same manner, results by processing components such as face<br />
detectors [21], unusual event detectors [22] can be fused in<br />
order to achieve the desired system functionality.<br />
Communication with these processing components constitutes<br />
a difficult to tackle problem, mostly in terms of<br />
implementation since:<br />
∙ Two worlds have to be brought together: image processing<br />
and the distributed systems. The former typically processes<br />
images or videos that are fundamentally different<br />
in nature from streaming data. As such, the component’s<br />
input has to be modified in order to take into account<br />
streams that may lack synchronization, be erroneous, or<br />
overwhelming the network with data.<br />
∙ Integration is hardly a trivial task. Prototypes in Matlab,<br />
algorithms implemented in C++ will need to communicate<br />
with the java-based GSN servers, running either<br />
locally or remotely. Web services/socket interfaces can<br />
be developed, imposing though, additional processing<br />
overheads.<br />
Next, in order to allow GSN-GSN node communication, the<br />
information produced can be forwarded to other GSN nodes<br />
either in push or in pull mode. Data streams can be forwarded<br />
in order to be processed at remote GSN nodes. In order to<br />
forward these data streams, GSN supports subscriptions, onceoff<br />
queries or even simple data forwarders. Data is forwarded<br />
using a RESTful approach (remote wrappers return XML over<br />
HTTP).<br />
<strong>IV. SEMANTICS AND REASONING</strong><br />
The Higher Level Fusion (HLF) layer of the proposed<br />
architecture consists of the underlying ontology which will<br />
be used as the backbone for performing the reasoning that<br />
is required for situation assessment. OpenLink Virtuoso3 has<br />
strong support for Semantic Web technologies and provides<br />
services like RDF triple storage, a SPARQL compiler, rulebased<br />
reasoning and can expose relational data as RDF.<br />
Virtuoso acts as a federation layer between the relational and<br />
semantic data thus enabling their seamless integration. A block<br />
diagram of the HLF approach is presented in Figure 3 (Virtuoso Universal Server: http://virtuoso.openlinksw.com/).</p>
<p><img 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" alt="" /><br />
<strong> </strong></p>
<p style="text-align: center;"><strong>Fig. 3. The High Level Fusion process</strong></p>
<p><strong>A. Ontology for high level fusion</strong><br />
The ontology is the main information gathering point in the<br />
proposed architecture. It is defined according to the domain<br />
where the sensor network is placed and it defines the entities<br />
that are taking place in a situation, the events and the relations</p>
<p>between them. All data that are produced by the processing<br />
modules and by the LLF nodes are eventually stored here<br />
where reasoning is performed in order to infer new knowledge<br />
which corresponds to events and situation assessment that<br />
cannot be performed at the LLF level.<br />
In order to take advantage of research that has been conducted<br />
in the area of semantic enabled situation awareness, the<br />
current system uses as its core ontology the Situation Theory<br />
Ontology (STO) [13] which has been developed specifically<br />
for that purpose and is based on Situation Theory. In short<br />
STO is written in OWL and models the events/objects and<br />
their relationships in a way that can be extended using either<br />
OWL axioms and properties or in combinations with rules<br />
for supporting complex cause-effect relations that cannot be<br />
expressed in OWL alone. The main classes of STO are<br />
displayed in Figure 4.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p><strong>Fig. 4. Situation Theory Ontology with its main classes and properties</strong><br />
Situation is the central class. Instances of this class are<br />
specific situations. The second class is the Individual class,<br />
which is a counterpart of the individuals in situation theory.<br />
Similarly, Relation captures the n-ary relations. Attribute is<br />
a generalization of locations and time instants in situation<br />
theory. Instances of this class are attributes of individuals<br />
and situations. An attribute may have a dimension associated<br />
with it so the class Dimensionality represents this fact. The<br />
Polarity class has only two instances that correspond to the<br />
two possible values associated with a tuple, either that a<br />
given tuple holds or that it does not hold.</p>
<p>Classes of STO are related through a number of OWL properties.</p>
<p>Situations are linked with four kinds of entities. First, the property<br />
relevantIndividual captures the individuals that participate in a<br />
situation. The property relevantRelation is used to assert that<br />
a given kind of relation is relevant to a given situation. Since<br />
situations are objects, they can have attributes of their own.<br />
The STO is extended with classes and relations that correspond<br />
to the actual application scenario. In order to be able<br />
to use it in a real sensor fusion environment two additional<br />
ontologies are integrated. These are the “Time ontology”</p>
<p>(Time Ontology in OWL: http://www.w3.org/TR/owl-time/</p>
<p>which holds the timestamp of any concept instance that<br />
is stored during runtime and the “WGS84 Geo Positioning<br />
ontology” (Basic Geo (WGS84 lat/long) Vocabulary: http://www.w3.org/2003/01/geo/5)</p>
<p>which holds the latitude and longitude values of<br />
entities.<br />
<strong>B. Mapping relational data to RDF</strong><br />
As explained in Section III, the data that are produced by<br />
the processing modules and by the LLF nodes are stored in the<br />
relational database that backs GSN. In order to forward these<br />
data to the ontology they have to be translated into semantic<br />
notations. This task is performed by the mapping layer which<br />
maps the relational schema to the semantic schema. There<br />
are two strategies for accomplishing this transformation, using<br />
either a push or a pull method.<br />
The push method forwards the data to the ontology using<br />
semantic notation as soon as they are generated. This has to be<br />
implemented in the lower level layer with the semantic layer<br />
having a passive role in the process. The advantage of this<br />
method is that the transformations are executed fast and the<br />
ontology is always up-to-date. The disadvantages is that each<br />
lower level node will have to implement its own push method<br />
while there is the risk that the ontology will be populated with<br />
data even when no query is sent to the semantic layer.<br />
The pull method transforms the relational data to semantic<br />
on request, i.e. during query time. Virtuoso supports this<br />
functionality through “RDF Views” where mappings, simple<br />
or complex, between relational database tables and ontology<br />
concepts and properties are defined. During query time, the<br />
mapping process is triggered and data are transformed on<br />
the fly. The advantages of the pull method is that the actual<br />
mapping is defined at the higher semantic level rather than the<br />
lower levels and that data are transformed on request so that<br />
the ontology will accumulate instances that are needed for the<br />
actual query evaluation. The disadvantage of this method is<br />
that it could lead to longer response times during queries.<br />
In the proposed system, the pull method which utilizes<br />
Virtuoso’s “RDF Views” is used as it is best to separate the<br />
semantic layer from lower level processing. This will make<br />
extension of the system by adding more sensors and sensor<br />
processing modules easier without having to mix the lower<br />
level processing level with the high level semantic fusion level.<br />
Additional information can be integrated by the HLF layer<br />
in order to derive situations.</p>
<p>Information coming from sources like environmental services which could provide details about<br />
the geographical locations of specific structures or points can<br />
be queried, as long as they expose I/O interfaces, and these<br />
data can be used for inferencing.<br />
<strong>C. Reasoning</strong></p>
<p><strong> </strong><br />
Reasoning uses the ontology structure and the stored instances<br />
in order to draw conclusions about the ongoing situations.<br />
Under this approach relations between classes like<br />
rdfs:subClassOf, properties like owl:sameAs and relations<br />
that are defined by experts in the ontology are utilized<br />
for inference. The knowledge base can further be extended by<br />
using rules to describe situations/events that are too complex<br />
to be defined using OWL notation only.<br />
For utilizing the above, two different reasoners are integrated<br />
in the system, Virtuoso’s internal reasoning engine<br />
and the Jena Semantic Web Framework (The Jena Semantic Web Framework: http://jena.sourceforge.net/.)</p>
<p>Virtuoso provides inference capabilities using OWL only thus does not provide<br />
support for an external rule set. However, Virtuoso implements<br />
a powerful geospatial inference mechanism which is a crucial<br />
feature when dealing with sensor networks and sensor fusion.<br />
On the other hand, Jena supports external rules, advanced<br />
reasoning capabilities and seamless integration with Virtuoso<br />
where in this case, Virtuoso is treated only as a triple store.<br />
Both of them can be employed simultaneously on the same<br />
dataset and their activation is managed programmatically by<br />
the application.<br />
Another issue that had to be dealt with is that sensor analysis<br />
modules and the LLF processes can generate a significant<br />
amount of data over time, enough to make the reasoning<br />
service not responsive. To overcome this problem, the solution<br />
that is proposed is to use a time window where reasoning is<br />
performed using only facts in a specific time interval. Jena<br />
and Virtuoso can support this type of inference by assigning<br />
a RDF triples to a specific “context” type, thus dealing with<br />
RDF quads.<br />
The reasoning service can also use information and data<br />
from external services in order to use them in the inference<br />
process. In the proposed architecture, an Environmental<br />
Service provides the location information of sensors, events,<br />
waypoints and critical or important landmarks which are<br />
subsequently used for geospatial reasoning.<br />
It should be noted here that in a real world application the<br />
different information sources that provide data to the proposed<br />
fusion architecture could make use of different ontologies<br />
for their purposes. In order to enable a seamless integration<br />
of these sources an ontology mapping process between the<br />
information source ontology and the HLF ontology would have<br />
to be defined.<br />
<strong>V. IMPLEMENTATION AND EXPERIMENTAL RESULTS</strong><br />
Implementation is based mostly on two types of GSN-based<br />
servers that communicate with the sensor world, with a central<br />
node that monitors and controls the network. As illustrated</p>
<p>in Figure 1, the Leaf Nodes are the ones that consume the</p>
<p>sensory information. These ones are in fact GSN-based servers<br />
configured to process incoming data from the sensor layer.<br />
In order to integrate Signal Processing components as in<br />
Figure 5, our implementation allows the use of standalone<br />
hosts. This happens because the components can either be<br />
resource-hungry in terms of processing capabilities to the<br />
extend that they utilize the whole processing power for their<br />
efficient operation or simply because the implementation is<br />
not portable, as in linux/windows-specific libraries.<br />
A. System Implementation<br />
In the scope of a proof-of-concept implementation and<br />
also as a testbed for our experiments, the snapshot of the<br />
architecture above that was implemented employs 1 computer<br />
node that hosts a Leaf Node and two processing components:<br />
a Smoke Detector and a Body Tracker, a camera that streams<br />
its feed using RTP, a node that hosts a Semantic Node that<br />
offers HLF capabilities and, finally, the Central Node that has<br />
the overall system supervision as already depicted in Figure<br />
1.<br />
Bottom-up, the system can be described as follows:<br />
First, the camera generates an RTP feed with its perception.<br />
The feed is processed by both the signal processing<br />
components (the Body tracker and the Smoke detector).<br />
The first component generates a stream containing at<br />
all times the NumberOfPersons detected by the component.<br />
The second one, simple however, is not as straightforward:<br />
it splits the image into particles and reports the<br />
NumberOfSmokeParticles detected. Then, the LLF Virtual<br />
sensor, according to the example presented in Section<br />
III fuses the data. Figure 5, illustrates the behavior of the<br />
BodyTracker.</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p style="text-align: center;">Fig. 5. Body Tracker Sequence Diagram</p>
<p>The sequence is initiated by the Body Tracker wrapper,<br />
which is polling for results the Body Tracker component<br />
host at fixed time intervals. The host, when it receives<br />
the POLL command – note that the component may<br />
support a number of functions such as START, STOP,<br />
REQUEST_VIDEO_DETAILS etc. – it returns a string containing<br />
a description in XML of the number of persons tracked.<br />
This description is of the following form:</p>
<p>&lt;frame&gt;<br />
&lt;frame_counter&gt;1534&lt;/frame_counter&gt;<br />
&lt;person n=&#8221;1&#8243;&gt;<br />
&lt;trackID&gt;25&lt;/trackID&gt;<br />
&lt;x&gt;587&lt;/x&gt;<br />
&lt;y&gt;493&lt;/y&gt;<br />
&lt;w&gt;79&lt;/w&gt;<br />
&lt;h&gt;130&lt;/h&gt;<br />
&lt;quality_detection&gt;2.8480&lt;/quality_detection&gt;<br />
&lt;quality_color&gt;7.6249&lt;/quality_color&gt;<br />
&lt;quality_motion&gt;5.1601&lt;/quality_motion&gt;<br />
&lt;/person&gt;<br />
&lt;person n=&#8221;2&#8243;&gt;<br />
&lt;trackID&gt;30&lt;/trackID&gt;<br />
&lt;x&gt;1024&lt;/x&gt;<br />
&lt;y&gt;491&lt;/y&gt;<br />
&lt;w&gt;41&lt;/w&gt;<br />
&lt;h&gt;83&lt;/h&gt;<br />
&lt;quality_detection&gt;42.8867&lt;/quality_detection&gt;<br />
&lt;quality_color&gt;6.7535&lt;/quality_color&gt;<br />
&lt;quality_motion&gt;9.0603&lt;/quality_motion&gt;<br />
&lt;/person&gt;<br />
&#8230;<br />
&lt;/frame&gt;</p>
<p>Note, next, that sampling the video source takes place<br />
asynchronously. This happens because the camera will be<br />
streaming at 25 fps, while for the needs of the LLF, 500<br />
ms may suffice between two consecutive polls. In addition,<br />
tracking a person is a more demanding task than detecting<br />
it, since the former implies comparing consecutive frames for<br />
differences between them while for the latter processing single<br />
frames is enough. Therefore, the asynchronous behaviour is<br />
explained from the fact that the camera fps is not aligned<br />
with the messages per second that the component produces.<br />
Under any circumstances, the LLF Wrapper receives a<br />
notification from the BodyTracker. The same information flow<br />
applies to the Smoke detection component. The LLF Wrapper<br />
generates results only in the case when the fusion conditions<br />
are true. Of course, more processing components and more<br />
complex fusion conditions can be added in the processing<br />
scheme hereby described.<br />
For the HLF, the major difference is in the introduction of<br />
an ontology and reasoning procedures where more complex<br />
conditions for fusion can be applied. HLF only deals with<br />
higher level detections and events meaning that it communicates<br />
directly with the LLF and individual perception modules,<br />
pulling data in order to make inferences. An example situation<br />
where an alarm would be triggered by a rule, expressed either<br />
as a Jena rule or as a SPARQL construct query, which would<br />
state ”If smoke is detected near an object then raise an alarm”<br />
with objects being a Person or Vehicle. The classes that are<br />
inserted are<br />
Smoke rdfs:subClassOf Non-RigidObject<br />
Person rdfs:subClassOf RigidObject<br />
Vehicle rdfs:subClassOf RigidObject<br />
Alarms can then be retrieved with a simple SPARQL query<br />
issued to Virtuoso as<br />
SPARQL<br />
SELECT ?x WHERE {?x rdf:type STO:Alarm}<br />
This example illustrates the use of the subclass inference in</p>
<p>order to define situations that hold for a class of objects<br />
which is something that cannot be defined using the LLF<br />
layer only. In a similar way, the owl:sameAs property can<br />
be used for reasoning. The property can be evaluated during<br />
runtime. For example if two distinct detection instances is<br />
decided that are actually the same entity, e.g. if they have<br />
the same geographical locations, then by inference through<br />
owl:sameAs the rules and properties that apply to one also<br />
apply to the other thus enhancing the reasoning capabilities of<br />
the system.<br />
B. Advanced inference<br />
In order to demonstrate the inference capabilities of the<br />
proposed architecture, a scenario was set-up which makes<br />
full use of the data chain from low level sensor data to high<br />
level complex event detection and situation awareness/threat<br />
assessment. The example demonstrates how external services<br />
can be utilized in order to detect “critical” situations. For<br />
setting up a realistic usage scenario, the Environmental Service<br />
which exposes an interface where all interest points, e.g.<br />
buildings or sensors, positions in absolute lat/long coordinates<br />
are registered, is employed. These locations can be queried<br />
in real time by the HLF layer and are used for inferencing<br />
through geospatial reasoning. These data along with the lower<br />
level processing modules are used by the HLF layer in order<br />
to derive hypothesis about the criticality of a situation.<br />
To demonstrate the use of sensors typically deployed in<br />
urban environment we selected video cameras which can be<br />
used to detect persons and also incidents, such as smoke, in<br />
an area of interest. Sensor locations are associated with a<br />
priori knowledge during reasoning. Detected smoke at a petrol<br />
station marks a significant threat to public safety based on<br />
a priori knowledge about the location and can be associated<br />
with a clear emergency action plan. A public square with a<br />
highly varying number of persons and smoke allows inferring<br />
various situations which can be controlled as necessary based<br />
on a security agenda. A specific public area can be subject<br />
to an event schedule which can provide significant semantic<br />
input to inferring on the threat level associated with detected<br />
situations. A gathering of locals celebrating with a bond fire<br />
on a public square is different from an unplanned detected<br />
smoke event during mid-day hours.<br />
1) “Smoke detection in critical location” situation: Reasoning<br />
over triples in Virtuoso requires that the underlying<br />
triple store was populated with inferred event data from the<br />
smoke detector and body tracker. RDF views have been<br />
developed and used to load the underlying data from the<br />
sensor inference database. Using the scheduler component in<br />
Virtuoso we trigger a procedural logic which updates the triple<br />
store via RDF views from the sensor inference database and<br />
subsequently invoke on the reasoning.<br />
In the example of smoke detection at the petrol station<br />
the relevant smoke event together with location data of the<br />
video camera is forwarded to emergency personnel with the<br />
relevant information. The reasoning process associates the<br />
smoke detection event with a criticality factor according to</p>
<p>events modelled in STO and information coming from the<br />
ES. The process of modelling events in STO is described in<br />
detail in [23]. Figure 6 illustrates the model with instance<br />
data by example. We used the STO:FocalSituation class<br />
to mark significant situations that prompt action by security<br />
personnel. The class interlinks the data associated with events<br />
which we query via SPARQL and forward to emergency via<br />
a Web service call.</p>
<p><img src=&#8221;data:image/png;base64,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&#8221; alt=&#8221;" /></p>
<p style=&#8221;text-align: center;&#8221;>Fig. 6. Modelling of the “significant situations” in STO</p>
<p>The query of Figure 7a (Fig. 7. a) Query for retrieving focal situations and 7b) the results of the query<br />
run against the modelled “significant situation ) retrieves focal situations with their<br />
event related details such as time location and further textual<br />
descriptions and was run against the model above with the<br />
results shown in Figure 7b. Predefined SPARQL queries are<br />
invoked on in Virtuoso/PL.<br />
Integration with emergency departments can be achieved<br />
by sending details on significant threats found in SPARQL<br />
result sets to a Web service endpoint exposed in an emergency<br />
department.<br />
SELECT ?focalsituation ?sentTxt ?timeTxt ?locTxt<br />
WHERE {<br />
?focalsituation STO:focalRelation ?event .<br />
?event STO:hasAttribute ?time .<br />
?event STO:hasAttribute ?location .<br />
?time rdf:type STO:Time .<br />
?location rdf:type STO:Location .<br />
?sentence rdf:type STO:Sentence .<br />
?location rdfs:label ?locTxt .<br />
?time time:inXSDDateTime ?timeTxt .<br />
?sentence rdfs:label ?sentTxt</p>
<p><img 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&#8221; alt=&#8221;" /></p>
<p style=&#8221;text-align: center;&#8221;><strong>b)</strong></p>
<p style=&#8221;text-align: left;&#8221;><strong>VI. CONCLUSIONS</strong></p>
<p style=&#8221;text-align: left;&#8221;>
In this paper we have presented a framework for implementing<br />
intelligent information fusion in a sensor network<br />
environment. The framework deals with all aspects above the<br />
sensor layer i.e. it deals with perception modules integration,<br />
communication of the perception modules with GSN, low<br />
level fusion, high level fusion with integration of semantic<br />
description of information, communication with external services,<br />
situation assessment and alert generation. It is a generic<br />
framework that can be applied to any sensor network and<br />
it is not restricted to the security and surveillance area that<br />
was demonstrated. Illustrative examples of how the framework<br />
would be deployed in realistic scenarios have also been<br />
demonstrated where inference capabilities are shown. The core<br />
advantages of the proposed framework are it’s extensibility<br />
with pluggable perception modules integration and the ease of<br />
defining rules for LLF and HLF, using SQL-like syntax and<br />
semantic rules/queries respectively.<br />
Future work will be focused on implementing and integrating<br />
probabilistic reasoning, probably through fuzzy-DL,<br />
in order to drive inference as opposed to the deterministic<br />
reasoning that is applied up to now, thus enabling resolution<br />
of issues such as conflicts or missing detections in situation<br />
assessment.</p>
<p>ACKNOWLEDGMENT<br />
Part of this work has been carried out in the scope of the<br />
MEDUSA project (Multi sEensor Data fusion grid for Urban<br />
Situational Awareness, co-funded by the European Defense<br />
Agency (MDS-MoM-A026RTGC-C-0003-VCS). The authors<br />
acknowledge help and contributions from all partners of the<br />
project.<br />
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sensor networks,” Tech. Rep. 006, 2006.</p>
<p>[7] C. Sharp, E. Brewer, and D. Culler, “Hood: A neighbourhood sensor<br />
networks,” in Proc. of MobiSYS’04, 2004.<br />
[8] I. Chatzigiannakis, G. Mylonas, and S. Nikoletseas, “50 ways to build<br />
your application: A survey of middleware and systems for wireless sensor<br />
networks,” in Proc. of IEEE Conference on Emerging Technologies<br />
and Factory Automation, ETFA, 2007.<br />
[9] N. Dimakis, J. Soldatos, L. Polymenakos, P. Fleury, J. Curin, and<br />
J. Kleindienst, “Integrated development of context-aware applications<br />
in smart spaces,” IEEE Pervasive Computing, vol. 7, no. 4, pp. 71–79,<br />
2008.<br />
[10] M. Eid, R. Liscano, and A. E. Saddik, “A universal ontology for sensor<br />
networks data,” in IEEE International Conference on Computational<br />
Intelligence for Measurement Systems and Applications, Ostuni, Italy,<br />
2007.<br />
[11] H. Neuhaus and M. Compton, “The semantic sensor network ontology:<br />
A generic language to describe sensor assets,” in AGILE International<br />
Conference on Geographic Information Science, Hannover, Germany,<br />
2009.<br />
[12] C. J. Matheus, M. M. Kokar, and K. Baclawski, “A core ontology<br />
for situation awareness,” in Proceedings of the Sixth International<br />
Conference of Information Fusion, 2003, pp. 545–552.<br />
[13] M. M. Kokar, C. J. Matheus, and K. Baclawski, “Ontology-based<br />
situation awareness,” Information Fusion, Special Issue on High-level<br />
Information Fusion and Situation Awareness, vol. 10, no. 1, pp. 83–98,<br />
January 2009.<br />
[14] J. Barwise, “Scenes and other situations,” Journal of Philosophy, vol. 78,<br />
no. 7, pp. 369–397, 1981.<br />
[15] M. R. Endsley, “Theoretical underpinnings of situation awareness: a<br />
critical review,” in Situation Awareness Analysis and Measurement.<br />
Mahawah, NJ, USA: Lawrence Erlbaum Associates, 2000.<br />
[16] E. G. Little and G. L. Rogova, “Designing ontologies for higher level<br />
fusion,” Information Fusion, Special Issue on High-level Information<br />
Fusion and Situation Awareness, vol. 10, no. 1, pp. 70–82, January<br />
2009.<br />
[17] D. L. Hall and J. Llinas, Handbook of Multisensor Data Fusion. CRC<br />
Press, 2001.<br />
[18] J. Llinas, C. Bowman, G. Rogova, A. Steinberg, E. Waltz, and F. White,<br />
“Revisiting the JDL data fusion model II,” in Proceedings of the<br />
Seventh International Conference on Information Fusion, P. Svensson<br />
and J. Schubert, Eds., 2004, pp. 1218–1230.<br />
[19] K. Bernardin, R. Stiefelhagen, A. Pnevmatikakis, O. Lanz, A. Brutti,<br />
J. R. Casas, and G. Potamianos, Computers in the Human Interaction<br />
Loop. Springer, 2009, ch. Person Tracking, pp. 11–23.<br />
[20] A. Pnevmatikakis and F. Talantzis, “Person tracking in enhanced cognitive<br />
care: A particle filtering approach,” in The 18th European Signal<br />
Processing Conference (EUSIPCO 2010), Aalborg, Denmark, August<br />
2010.<br />
[21] N. Katsarakis and A. Pnevmatikakis, “Face validation using 3d information<br />
from single calibrated camera,” in The 16th International<br />
Conference on Digital Signal Processing (DSP 2009), Santorini, Greece,<br />
July 2009.<br />
[22] K. Avgerinakis, A. Briassouli, and I. Kompatsiaris, “Real time illumination<br />
invariant motion change detection,” in Proceedings of the ACM<br />
Multimedia 2010 Workshop &#8211; 1st ACM ARTEMIS2010 International<br />
Workshop, October 2010.<br />
[23] M. M. Kokar, J. J. Letkowski, R. Dionne, and C. J. Matheus, “Situation<br />
tracking: The concept and a scenario.” in Situation Management<br />
Workshop: SIMA’08. IEEE, MILCOM, 2008.</p>
<p>&nbsp;</p>
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		<title>Athens Cyber Security Conference, Dr. Thuraisingham´s &#8220;Data Mining for Security&#8221;.</title>
		<link>http://www.theamericaspostes.com/3741/athens-cyber-security-conference-dr-thuraisingham%c2%b4s-data-mining-for-security/</link>
		<comments>http://www.theamericaspostes.com/3741/athens-cyber-security-conference-dr-thuraisingham%c2%b4s-data-mining-for-security/#comments</comments>
		<pubDate>Mon, 12 Sep 2011 21:23:48 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3741</guid>
		<description><![CDATA[On September 12th, and during the first day of the conference EISIC 2011 &#8220;European Intelligence &#38; Security Informatics Conference, on Counterterrorism and Criminology,&#8221; the first keynote speech was given by the expert Dr. Bhavani Thuraisingham Cyber ​​Security (BT) (*). The title of his presentation was &#8220;Data Mining for Malicious Code Detection and Security Applications&#8221;. Among [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3743" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/eisic-2011-003.jpg"><img class="size-medium wp-image-3743" title="Dr. Bhavani Thuraisingham and our Publisher Victor Bjørgan during EISIC 2011, European Intelligence &amp; Security Informatics Conference on Counterterrorism and Criminology." src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/eisic-2011-003-300x230.jpg" alt="" width="300" height="230" /></a><p class="wp-caption-text">Dr. Bhavani Thuraisingham and our Publisher Victor Bjørgan during EISIC 2011, European Intelligence &amp; Security Informatics Conference on Counterterrorism and Criminology.</p></div>
<p>On September 12th, and during the first day of the conference EISIC 2011 &#8220;European Intelligence &amp; Security Informatics Conference, on Counterterrorism and Criminology,&#8221; the first keynote speech was given by the expert Dr. Bhavani Thuraisingham Cyber ​​Security (BT) <strong><a href="http://www.utdallas.edu/~bxt043000/">(*)</a>.</strong> The title of his presentation was &#8220;Data Mining for Malicious Code Detection and Security Applications&#8221;. Among the highlights of his academic dissertation BT defined the meaning of saying that data mining &#8220;is the process of posing queries and extracting patterns different from data using techniques&#8221;. About its use, she said the technology can be used in national security as well aganist cybercrime and security, like f.e. like to Prevent buildings, destroying critical infrastructure (power, telecom). Dr Thuraisingham said that also can Data Mining find out who the bad guys are, capable of carrying out those Terrorist Activities.<br />
Defining Cyber ​​Security BT said it is a technology to Protect the computer and network systems due to Against Corruption last generation of malware like Trojan horses, worms and viruses, including the ultradangerous malware called RAMAL (Radioactive Adaptive Malware), as well as intrusion detection and auditing.</p>
<p>During the first part of the presentation, BT described her research (together with Prof Latifur Khan and students of the University of Texas) and said that some techniques like the Link Analysis technology can be used to trace the viruses to the perpetrators. Another technology called Classification can prevent future attacks depending on the data mining learned about the terrorists through emails and phone conversations. The technology can also separate between real threats and non threats at all, by reducing false positives and false negatives.</p>
<p>More into details of her speech, BT said that the researched techniques like the CFB Program can extract the code blocker malware from data, and make a control flow analysis. She also compared her System with another already in the market , the code blocker SigFree, and assured her system is better, performs better.   Her System can detect Malware that is evolving continuosly, even every milisecond, like the RAMAL (Radioactive Adaptive Malware). Currently, all last generation malware evolve continuosly and it is difficult to prevent for regular firewalls. Dr. Bhavani Thuraisimgham defined her anti RAMAL malware tech as the NCD Novel Class Detection, and the tool is the system based on NCD, the so called SNOD or SNODMAL).</p>
<p>Currently, the most advanced Malware goes undetected because a continuos change in behaviours , every milisecond, and the regular anti malware software can not keep up that speed.</p>
<p>BT assured that her SNOD hast the ability to detect new classes of malware and its changes. She used the SNODMAL, malware detector using SNOD.</p>
<p>She classified the Malware in two categories: Benign and Novel.</p>
<p>The usefullness of SNODMAL will extend to detect multiple novel malware classes and quarantine them.</p>
<p>Summarizing, BT also revealed that they are working to find the best way to detect where this malware attack comes from, and to be able to attribute the attack, where it come from with 100% certainty (to avoid false accusations). Several countries have been attacjed by these novel malware.</p>
<p>In regard to the privacy matter, BT affirmed that the extract of results of the data mining should be private, this is a legal matter, not only an ethical one.</p>
<p>Once her speech finalized and the round of questions ended, Dr. Bhavani Thuraisimgham met Victor Bjoergan , CEO of the U.S. based Global Security Services LLC,  also Publisher of TheAmericasPost.com and EuropeSecurityNews (this under construction). Both discussed the importance of developing these technologies, and its role anti Cybercrime and the strengthening of global security against terrorism.</p>
<p><a href="http://www.utdallas.edu/~bxt043000/"><strong>(*) READ MORE ABOUT DR. BHAVANI THURAISINGHAM</strong></a></p>
<p><a href="http://www.wpafb.af.mil/news/story.asp?id=123209377"><strong>(**) MORE ON DR.THURAISINGHAM</strong></a></p>
<p>&nbsp;</p>
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		<title>Biometrics: $4 billion market for private industry in airport security.</title>
		<link>http://www.theamericaspostes.com/3728/from-stoppin-weapons-to-finding-people-4-billion-market-for-private-industry-in-airport-security/</link>
		<comments>http://www.theamericaspostes.com/3728/from-stoppin-weapons-to-finding-people-4-billion-market-for-private-industry-in-airport-security/#comments</comments>
		<pubDate>Thu, 08 Sep 2011 12:32:31 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3728</guid>
		<description><![CDATA[The U.S. Government agency that manages airport security shifts its strategic emphasis from stopping weapons to finding people. It’s a potential $4 billion market for private industry, based on what the Transportation Security Administration, or TSA, currently spends on aviation security. “Businesses that are good at data analysis, behavior-pattern recognition, big data handling, data-visualization — [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3729" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/Airport-Security.jpg"><img class="size-medium wp-image-3729" title="New business alternatives within Airport Security" src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/Airport-Security-300x249.jpg" alt="" width="300" height="249" /></a><p class="wp-caption-text">New business alternatives within Airport Security</p></div>
<p>The U.S. Government agency that manages airport security shifts its strategic emphasis from stopping weapons to finding people.</p>
<p>It’s a potential $4 billion market for private industry, based on what the Transportation Security Administration, or TSA, currently spends on aviation security.</p>
<p>“Businesses that are good at data analysis, behavior-pattern recognition, big data handling, data-visualization — all ought to come out ahead,” said Stewart Baker, who headed the Department of Homeland Security from 2005 through 2009.</p>
<p>“We could also see an increase in demand for identification tools, such as biometric and facial-recognition scanners,” he said in an interview.</p>
<p>Stepping up to the plate are well known publicly-traded companies such as&#8230;<a href="http://www.marketwatch.com/story/a-decade-after-911-airport-security-shifts-focus-2011-09-08?dist=beforebell"><strong>READ MORE HERE</strong></a></p>
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		<title>Mexican police in Nuevo León/Monterrey using high tech against crime</title>
		<link>http://www.theamericaspostes.com/3687/mexican-police-in-nuevo-leonmonterrey-using-high-tech-against-crime/</link>
		<comments>http://www.theamericaspostes.com/3687/mexican-police-in-nuevo-leonmonterrey-using-high-tech-against-crime/#comments</comments>
		<pubDate>Tue, 30 Aug 2011 09:24:56 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3687</guid>
		<description><![CDATA[In Mexico, 1500 new police officers are reinforcing the fight against crime in the state of Nuevo Leon. The police are using the latest military technology, as reported by the Federal Ministry of Public Security SSPF to international news agency Prensa Latina PL. According to PL reports , the Federal agents were endowed with these resources to gain [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3688" class="wp-caption alignleft" style="width: 295px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/08/Police-High-Technology-Unit-in-Mexico.jpg"><img class="size-full wp-image-3688" title="Police High Technology Unit in Monterrey, Mexico." src="http://www.theamericaspostes.com/wp-content/uploads/2011/08/Police-High-Technology-Unit-in-Mexico.jpg" alt="" width="285" height="213" /></a><p class="wp-caption-text">Police High Technology Unit in Monterrey, Mexico.</p></div>
<p>In Mexico, 1500 new police officers are reinforcing the fight against crime in the state of Nuevo Leon. The police are using the latest military technology, as reported by the Federal Ministry of Public Security SSPF to international news agency Prensa Latina PL.</p>
<p>According to PL reports , the Federal agents were endowed with these resources to gain an operational advantage over organized criminal groups, which have bought and/or stolen military weapons smuggled from the United States into Mexico.</p>
<p>According to the SSPF, the troops have the support of armored units, motorcycles, ambulances, police cars, high tech communications and helicopters Black Hawk, all equipped with latest instruments, as well as surveillance cameras, a high tech police headquarters, etc.</p>
<p>With these tools, new units in the northern state can operate in extreme conditions, using automated controls and infrared systems for advanced search.</p>
<p>The SSPF also announced that they have implemented at Monterrey and other cities in the northern state various operations, dynamic patrols, designation of safe corridors and use of intelligence units.</p>
<p>SSPF  also activated the Emergency Response Center (see photo)  and set up checkpoints and fixed phones in critical areas or high incidence, on instructions of President Felipe Calderón.</p>
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		<title>Is HUMINT going to be partly replaced by INSECTINT? Sounds unrealistic, but..</title>
		<link>http://www.theamericaspostes.com/3577/3577/</link>
		<comments>http://www.theamericaspostes.com/3577/3577/#comments</comments>
		<pubDate>Mon, 01 Aug 2011 12:46:54 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<category><![CDATA[U.S. Engineering and Physical Sciences Research Council and security surveillance]]></category>

		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3577</guid>
		<description><![CDATA[Based on those of real-life insects, tiny aerial vehicles are being developed with innovative flapping wings. The devices are incorporating micro-cameras. These revolutionary insect-size vehicles will be suitable for many different purposes ranging from helping in emergency situations considered too dangerous for people to enter, spionage or to covert military surveillance missions. Is Human Intelligence [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3578" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/08/Futurology-a-cyber-mosquito-could-bee-a-surveillance-device..jpg"><img class="size-medium wp-image-3578" title="Futurology, a cyber-mosquito could bee a surveillance device." src="http://www.theamericaspostes.com/wp-content/uploads/2011/08/Futurology-a-cyber-mosquito-could-bee-a-surveillance-device.-300x219.jpg" alt="" width="300" height="219" /></a><p class="wp-caption-text">Futurology, a cyber-mosquito could bee a surveillance device.</p></div>
<p>Based on those of real-life insects, tiny aerial vehicles are being developed with innovative flapping wings.</p>
<p>The devices are incorporating micro-cameras.</p>
<p>These  revolutionary insect-size vehicles will be suitable for many different  purposes ranging from helping in emergency situations considered too  dangerous for people to enter, spionage or to covert military surveillance missions.</p>
<p>Is Human Intelligence (HUMINT) going to be partly replaced by INTEL provided by cyber insects converted as spies and surveillance devices? Think what could happen with a &#8220;cyber mosquito&#8221; spying a terrorist meeting? Interesting..</p>
<p>Supported by the U.S. Engineering and Physical Sciences Research Council  (EPSRC), research at the University of Oxford is playing a key role in  the vehicles’ development. <a href="http://www.TheAmericasPostes.com"><strong>RETURN TO HOMEPAGE.</strong></a></p>
<p>Dr. Richard Bomphrey, from the Department of Zoology, is leading this  research. “Nature has solved the problem  of how to design miniature flying machines,” he says. “By learning those  lessons, our findings will..<a href="http://www.homelandsecuritynewswire.com/tiny-flying-machines-revolutionize-surveillance-work"><strong>READ MORE HERE</strong></a></p>
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		<title>New York security: Surveillance cameras installed on hundreds of buses.</title>
		<link>http://www.theamericaspostes.com/3575/new-york-security-surveillance-cameras-installed-on-hundreds-of-buses/</link>
		<comments>http://www.theamericaspostes.com/3575/new-york-security-surveillance-cameras-installed-on-hundreds-of-buses/#comments</comments>
		<pubDate>Mon, 01 Aug 2011 12:31:51 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
				<category><![CDATA[CRIME]]></category>
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		<description><![CDATA[New York.- Metropolitan Transportation Authority MTA bus drivers say that due to the latest assault on one of their own colleagues just three weeks ago, they&#8217;re now satisfied knowing that the MTA is installing surveillance cameras on hundreds more buses in New York. “The surveillance cameras program will keep us safe,” commented Willie Rivera, Brooklyn’s [...]]]></description>
			<content:encoded><![CDATA[<p><strong></p>
<div id="attachment_3576" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/08/New-York-bus-now-with-security-cameras..jpg"><img class="size-medium wp-image-3576" title="New York bus, now with security cameras." src="http://www.theamericaspostes.com/wp-content/uploads/2011/08/New-York-bus-now-with-security-cameras.-300x225.jpg" alt="" width="300" height="225" /></a><p class="wp-caption-text">New York bus, now with security cameras.</p></div>
<p>New York.- </strong>Metropolitan Transportation Authority MTA bus drivers say that due to the  latest assault on one of their own colleagues just three weeks ago, they&#8217;re  now satisfied knowing that the MTA is installing  surveillance cameras on hundreds more buses in New York.</p>
<p>“The surveillance cameras program will keep us safe,” commented Willie Rivera, Brooklyn’s union bus chair. MTA  officials say cameras are already in operation on  routes through high crime neighborhoods. Now the MTA is putting them on 341  more.</p>
<p>“It will give drivers a sense of security, knowing that the&#8230;<a href="http://www.ny1.com/content/news_beats/transit/142879/mta-to-install-surveillance-cameras-on-341-city-buses"><strong>READ MORE HERE</strong></a></p>
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		<title>Audio sensors will help Hartford to reduce crime, by detecting gunshots.</title>
		<link>http://www.theamericaspostes.com/3495/audio-sensors-will-help-hartford-to-reduce-crime-by-detecting-gunshots/</link>
		<comments>http://www.theamericaspostes.com/3495/audio-sensors-will-help-hartford-to-reduce-crime-by-detecting-gunshots/#comments</comments>
		<pubDate>Sat, 02 Jul 2011 14:25:59 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3495</guid>
		<description><![CDATA[As in many other cities in the U.S. like in Detroit or Saginaw, the city authorities of Hartford (Connecticut) are planning to install audio sensors in high-crime neighborhoods to detect gunshots and determine location. The City´s Mayor Pedro Segarra announced yesterday the implementation of the ShotSpotter program. The city will spend $150,000 on the sensors, [...]]]></description>
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<div id="attachment_3496" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/07/Detecting-Gunshots-ShotSpotter-How-It-Works.jpg"><img class="size-medium wp-image-3496" title="Detecting Gunshots ShotSpotter How It Works. Illustration courtesy of ShotSpotter Inc." src="http://www.theamericaspostes.com/wp-content/uploads/2011/07/Detecting-Gunshots-ShotSpotter-How-It-Works-300x197.jpg" alt="" width="300" height="197" /></a><p class="wp-caption-text">Detecting Gunshots ShotSpotter How It Works. Illustration courtesy of ShotSpotter Inc.</p></div>
<p>As in many other cities in the U.S. like in Detroit or Saginaw, the city authorities of Hartford (Connecticut) are planning to install audio sensors in high-crime  neighborhoods to detect gunshots and determine location.</p>
<div>
<p>The City´s Mayor Pedro Segarra announced yesterday the implementation of the ShotSpotter program.</p>
<div>
<p>The city will spend $150,000 on the sensors, which allegedly can  differentiate between gunshots, firecrackers, and cars backfiring, and then  notify police over a computer network when a shooting has occurred.</p>
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<p>The computer can report where the shot was fired from, by using tringulation (similar system to the GPS) and by calculating the amount of time it takes the sound to reach  the sensors.</p>
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<p>These sensors has been also allegedly used in urban areas in military conflicts abroad the U.S.</p>
<p>The technology was first implemented in Redwood City, Calif., in 1996. The ShotSpotter system,  is  composed of a series of acoustic sensors mounted on telephone poles,  building rooftops, and other inconspicuous locations in a predetermined  area. The pizza-box-sized sensors employ GPS technology to triangulate a  gunshot’s location, using a formula based on the speed of sound to  calculate the exact location from which a noise above a certain decibel  level emanates. The time between when a gun is fired in a ShotSpotter  zone and when police receive detailed information about its location on  their in-car laptops is measured in seconds — a span that could mean the  difference between life and death.</p>
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<div>There is another great value with the Shotspotter Program, is a strong deterrence force against crime.</div>
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		<title>U.S. Cyber Army is a fact, being fully operative in late 2012.</title>
		<link>http://www.theamericaspostes.com/3463/u-s-cyber-army-is-a-fact-being-fully-operative-in-late-2012/</link>
		<comments>http://www.theamericaspostes.com/3463/u-s-cyber-army-is-a-fact-being-fully-operative-in-late-2012/#comments</comments>
		<pubDate>Tue, 21 Jun 2011 19:26:41 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3463</guid>
		<description><![CDATA[The U.S. government is spending about $500 million on &#8220;cyber technologies&#8221; to fight back. A portion of this is set aside for a virtual firing range of sorts to test out what they develop. This would also allow military personnel to simulate attacks in order to train security personnel to be ready for when an [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3464" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/06/Computer-Hackers-Cyber-Attacks-and-United-States-Defense-Dept-DAPRA.jpg"><img class="size-medium wp-image-3464 " title="Computer Hackers Cyber Attacks and United States Defense Dept DARPA. Photo Credit to Defense Tech" src="http://www.theamericaspostes.com/wp-content/uploads/2011/06/Computer-Hackers-Cyber-Attacks-and-United-States-Defense-Dept-DAPRA-300x199.jpg" alt="" width="300" height="199" /></a><p class="wp-caption-text">Computer Hackers Cyber Attacks and United States Defense Dept DARPA. Photo Credit to Defense Tech</p></div>
<p>The U.S. government is spending about $500 million on &#8220;cyber technologies&#8221; to fight back. A portion of this is set aside for a virtual firing range of sorts to test out what they develop.</p>
<p>This would also allow military personnel to simulate attacks in order to train security personnel to be ready for when an attack actually occurs. The effort is being led by the Defense Advanced Research Projects Agency DARPA , which was the defense department division and Pentagon&#8217;s advanced research arm , that was credited with developing the forerunner of the Internet in the 1960s</p>
<p>All in all, it would essentially be a mini Internet. This system called National Cyber Range NCR, is building a virtual firing range in cyberspace &#8212; a replica of the Internet on which scientists can test how successfully they can thwart feared foreign- or domestic-launched attempts to disrupt U.S. information networks.</p>
<p>Starting in late 2012, the NCR will also help the U.S. government to train cyberwarriors mainly in the U.S. military&#8217;s Cyber Command  also the NCR will develop advanced technologies to guard information systems.</p>
<p>DARPA is also working with Johns Hopkins University as well as government defense contractor Lockheed Martin. Lockheed, the U.S. government&#8217;s top information technology provider, was awarded a $30.8 million contract in January 2010 to continue to develop a prototype. Johns Hopkins University&#8217;s Applied Physics Laboratory won a similar deal at that time.</p>
<p>That half billion dollars isn&#8217;t just going to this project, but also to developing defensive and also offensive cyberwar technologies.</p>
<p>The Pentagon considers cyber attacks such as the ones of LulzSec as potential “acts of war”.</p>
<p>The virtual firing range is expected to be operational by the end of this year.</p>
<p>It will also apparently help train cyberwarriors.</p>
<p>The Defense Dept and DARPA are also working on other plans to advance cyber defense, like:</p>
<p>a)         a program known as CRASH  that seeks to design computer systems that evolve over time, making them harder for an attacker to target.</p>
<p>b)       the Cyber Insider Threat program, or CINDER, would help monitor military networks for threats from within by improving detection of threatening behavior from people authorized to use them, like spies, traitors or defectors.</p>
<p>c)        the &#8220;Cyber Genome,&#8221; aimed at automating the discovery, identification and characterization of malicious code, which could help figure out who was behind a cyber strike.</p>
<p>d)       an expanded pilot program called &#8220;DIB Opt-In&#8221; , in order to boost the sharing of cybersecurity information with the U.S. defense industrial base DIB, that are companies that provide arms, supplies and other services to the U.S. Defense Dept.</p>
<p>Some countries are already nervous about the new cyber program of the United States, like the Chinese.</p>
<p>The Chinese military has a well developed cyber spy program, but want to develop it even further, now for defense purposes.</p>
<p>&#8220;The U.S. military is hastening to seize the commanding military heights on the Internet, and another Internet war is being pushed to a stormy peak,&#8221; the Chinese military wrote in its official newspaper, Liberation Army Daily. &#8220;Their actions remind us that to protect the nation&#8217;s Internet security, we must accelerate Internet defense development and accelerate steps to make a strong Internet army.&#8221; The daily reflects also the official opinion of China&#8217;s ruling communist party.  China is also afraid of receiving hacking attempts like the recent ones on U.S. corporations and government organizations.</p>
<p>&nbsp;</p>
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		<title>Homeland Security developing cyber system similar to Tom Cruise´s film &#8220;Minority Report&#8221;.</title>
		<link>http://www.theamericaspostes.com/3387/homeland-security-developing-cyber-system-similar-to-tom-cruise%c2%b4s-film-minority-report/</link>
		<comments>http://www.theamericaspostes.com/3387/homeland-security-developing-cyber-system-similar-to-tom-cruise%c2%b4s-film-minority-report/#comments</comments>
		<pubDate>Fri, 03 Jun 2011 19:41:16 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3387</guid>
		<description><![CDATA[Future Attribute Screening Technology (FAST), a US Department of Homeland Security (DHS) programme designed to spot people who are intending to commit a terrorist act, has in the past few months completed its first round of field tests at an undisclosed location in the northeast, the online magazine Nature has learned. Like a lie detector, [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3389" class="wp-caption alignleft" style="width: 270px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/06/Homeland-Security-developing-cyber-system-to-identify-terrorists-intentions.1.jpg"><img class="size-full wp-image-3389" title="Homeland Security developing cyber system to identify terrorists intentions. In Minority Report, Chief John Anderton (Tom Cruise) prevented crimes by seeing into the future - with a little help from precog Agatha (Samantha Morton). Photo Credit 20TH CENTURY FOX / DREAMWORKS / THE KOBAL COLLECTION" src="http://www.theamericaspostes.com/wp-content/uploads/2011/06/Homeland-Security-developing-cyber-system-to-identify-terrorists-intentions.1.jpg" alt="" width="260" height="251" /></a><p class="wp-caption-text">Homeland Security developing cyber system to identify terrorists intentions. In Minority Report, Chief John Anderton (Tom Cruise) prevented crimes by seeing into the future - with a little help from precog Agatha (Samantha Morton). Photo Credit 20TH CENTURY FOX / DREAMWORKS / THE KOBAL COLLECTION</p></div>
<p>Future Attribute Screening Technology (FAST), a US Department of  Homeland Security (DHS) programme designed to spot people who are  intending to commit a terrorist act, has in the past few months  completed its first round of field tests at an undisclosed location in  the northeast,  the online magazine Nature  has learned.</p>
<p>Like a lie detector, FAST measures a variety of physiological  indicators, ranging from heart rate to the steadiness of a person&#8217;s  gaze, to judge a subject&#8217;s state of mind. But there are major  differences from the polygraph. FAST relies on non-contact sensors, so  it can measure..<a href="http://www.nature.com/news/2011/110527/full/news.2011.323.html" target="_self"><strong>READ MORE HERE</strong></a></p>
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