False positive probabilities in q-ary Tardos codes : comparison of attacks

A. Simone, B. Skoric

Research output: Book/ReportReportAcademic

98 Downloads (Pure)

Abstract

We investigate False Positive (FP) accusation probabilities for q-ary Tardos codes in the Restricted Digit Model. We employ a computation method recently introduced by us, to which we refer as Convolution and Series Expansion (CSE). We present a comparison of several collusion attacks on q-ary codes: majority voting, minority voting, Interleaving, µ-minimizing and Random Symbol (the q-ary equivalent of the Coin Flip strategy). The comparison is made by looking at the FP rate at approximately fixed False Negative rate. In nearly all cases we find that the strongest attack is either minority voting or µ-minimizing, depending on the exact setting of parameters such as alphabet size, code length, and coalition size. Furthermore, we present results on the convergence speed of the CSE method, and we show how FP rate computations for the Random Symbol strategy can be sped up by a pre-computation step. Keywords: collusion; Tardos code; watermarking
Original languageEnglish
Publishers.n.
Number of pages20
Publication statusPublished - 2012

Publication series

NameCryptology ePrint Archive
Volume2012/522

Fingerprint

Dive into the research topics of 'False positive probabilities in q-ary Tardos codes : comparison of attacks'. Together they form a unique fingerprint.

Cite this