Year
2017
Season
Fall
Paper Type
Master's Thesis
College
College of Computing, Engineering & Construction
Degree Name
Master of Science in Computer and Information Sciences (MS)
Department
Computing
NACO controlled Corporate Body
University of North Florida. School of Computing
First Advisor
Dr. Zornitza Prodanoff
Second Advisor
Dr. Patrick Kreidl
Rights Statement
http://rightsstatements.org/vocab/InC/1.0/
Third Advisor
Dr. Roger Eggen
Department Chair
Dr. Sherif Elfayoumy
College Dean
Dr. Mark A. Tumeo
Abstract
Available security standards for RFID networks (e.g. ISO/IEC 29167) are designed to secure individual tag-reader sessions and do not protect against active attacks that could also compromise the system as a whole (e.g. tag cloning or replay attacks). Proper traffic characterization models of the communication within an RFID network can lead to better understanding of operation under “normal” system state conditions and can consequently help identify security breaches not addressed by current standards. This study of RFID traffic characterization considers two piecewise-constant data smoothing techniques, namely Bayesian blocks and Knuth’s algorithms, over time-tagged events and compares them in the context of rate-based anomaly detection.
This was accomplished using data from experimental RFID readings and comparing (1) the event counts versus time if using the smoothed curves versus empirical histograms of the raw data and (2) the threshold-dependent alert-rates based on inter-arrival times obtained if using the smoothed curves versus that of the raw data itself. Results indicate that both algorithms adequately model RFID traffic in which inter-event time statistics are stationary but that Bayesian blocks become superior for traffic in which such statistics experience abrupt changes.
Suggested Citation
Alkadi, Alaa, "Anomaly Detection in RFID Networks" (2017). UNF Graduate Theses and Dissertations. 768.
https://digitalcommons.unf.edu/etd/768
Included in
Computational Engineering Commons, Information Security Commons, Numerical Analysis and Scientific Computing Commons, Theory and Algorithms Commons