Collaborative Signal Processing in Wireless Sensor Systems: Detection & Tracking, Study notes of Computer Science

The use of collaborative signal processing (csp) in wireless sensor systems for detection, classification, and tracking applications. The importance of csp, focusing on its training, testing, and classification and fusion phases, is explained. A flow chart of the csp process and notations used are also provided.

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Uploaded on 07/29/2009

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CS 603 -Wireless Sensor
Systems, Western Michigan
University
Collaborative Signal Processing
Zille Huma Kamal
CS 603 -Wireless Sensor Systems,
Western Michigan University
Detection, Classification and
Tracking
CSP in a detection,
classification and
tracking
application.
CS 603 -Wireless Sensor Systems,
Western Michigan University
Need for CSP
Collaboration increases accuracy of results
Does not exhaust any single mote in the
environment
Towards Fault Tolerance
Energy conserved, accuracy achieved and
network life increased
pf3
pf4

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CS 603 - Wireless Sensor Systems, Western Michigan University

Collaborative Signal Processing

Zille Huma Kamal

CS 603 - Wireless Sensor Systems, Western Michigan University

Detection, Classification and

Tracking

Š CSP in a detection,

classification and

tracking

application.

CS 603 - Wireless Sensor Systems, Western Michigan University

Need for CSP

Š Collaboration increases accuracy of results

Š Does not exhaust any single mote in the

environment

Š Towards Fault Tolerance

Š Energy conserved, accuracy achieved and

network life increased

CS 603 - Wireless Sensor Systems, Western Michigan University

Focus on CSP

Š Training Phase

Š Testing Phase

Š Classification and Fusion Phase

„ Data Fusion

„ Decision Fusion

CS 603 - Wireless Sensor Systems, Western Michigan University

Flow Chart of CSP process

CS 603 - Wireless Sensor Systems, Western Michigan University

Notations used

CS 603 - Wireless Sensor Systems, Western Michigan University

Classification

Bayes Rule can be transformed into a maximum a posterior rule,

formulated as:

The resulting MAP matrix can be reduced by normalization,

formulated as:

  • where, a,x, y represents the x,y element of the d x d MAP , matrix.

CS 603 - Wireless Sensor Systems, Western Michigan University

References

[DS] A. D’Costa, A.M Sayeed, “ Collaborative

Signal Processign for Distributed

Classification in Sensor Networks, ”

Electrical and Computer Engineering,

University of Wisconsin-Madison.

[LWHS] D. Li, K.D Wong, Y.H Hu, A.M

Sayeed, “ Detection, Classification and

Tracking of Targets in Distributed

Sensor Networks, ” Electrical and

Computer Engineering, University of

Wisconsin-Madison.