Download e-book for kindle: Static Analysis: 11th International Symposium, SAS 2004, by Ehud Shapiro (auth.), Roberto Giacobazzi (eds.)

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By Ehud Shapiro (auth.), Roberto Giacobazzi (eds.)

ISBN-10: 3540227911

ISBN-13: 9783540227915

ISBN-10: 3540278648

ISBN-13: 9783540278641

This booklet constitutes the refereed court cases of the eleventh foreign Symposium on Static research, SAS 2004, held in Verona, Italy in August 2004.

The 23 revised complete papers awarded with an invited paper and abstracts of three invited talks have been rigorously reviewed and chosen from sixty three submissions. The papers are geared up in topical sections on application and platforms verification, safety and security, pointer research, summary interpretation and algorithms, form research, summary area and information constructions, form research and good judgment, and termination analysis.

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Additional resources for Static Analysis: 11th International Symposium, SAS 2004, Verona, Italy, August 26-28, 2004. Proceedings

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In Proceedings of the International Information Hiding Workshop, April 1998. Generalising Mixes SD02. SDS02. SN03. A 29 Andrei Serjantov and George Danezis. Towards an information theoretic metric for anonymity. In Paul Syverson and Roger Dingledine, editors, Privacy Enhancing Technologies, volume 2482 of LNCS, pages 41–53, San Francisco, CA, April 2002. html. Andrei Serjantov, Roger Dingledine, and Paul Syverson. From a trickle to a flood: Active attacks on several mix types. In 5th Workshop on Information Hiding, volume 2578 of LNCS, October 2002.

Aik on equivalence classes in {ai1 , . . , aik } is the same as in A. Items that are unlinkable in {ai1 , . . , aik } are unlinkable in A as well. Figure 1 illustrates this for the small example of |A| = 11 with |A1 | = 3, |A2 | = 5, |A3 | = 2, |A4 | = 1, the equivalence relation ‘having the same filling’ and a subset containing 2 items from A1 and 4 items from A2 . Items having the same filling in A have so in its subset. A3 A1 A4 A2 A subset of A Fig. 1. Example: Same distribution on equivalence classes in A and its subset Let Ik be an index set enumerating all possible equivalence relations on {ai1 , .

Recently there have been made several attempts to define and formalise the notion of anonymity and unlinkability. Most of the models for anonymity are only formulated for communication scenarios. We give an overview of previous approaches and extend the information theoretic approach to arbitrary scenarios in section 2. , actions, pieces of information, and human beings). The notion of unlinkability and untraceability is well-known in electronic commerce. In section 3 we give an overview of the notion underlying known concepts in electronic commerce and more general scenarios.

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Static Analysis: 11th International Symposium, SAS 2004, Verona, Italy, August 26-28, 2004. Proceedings by Ehud Shapiro (auth.), Roberto Giacobazzi (eds.)


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