Difference between revisions of "Céline Blondeau"

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'''Title:''' Using Multiple Differentials... On the LLR and chi^2 Statistical Tests.  
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'''Abstract'''
両方のケースではエディをプッシュしたもの、そして、彼らの正気とそれ以降の側面に彼の仕事を、信用することを目指したもの。
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In parallel to similar extensions in linear cryptanalysis, a few papers about multiple differential cryptanalysis of block ciphers have been recently published. In the recent works published in SAC 2012 and SCN 2012 different and complementary approaches how to use information from multiple differentials were presented. During this presentation we will explain how the LLR and the chi^2 statistical test can be used in the differential cryptanalysis context to handle information from number of differential or truncated differential. We present and compare different techniques, classify them into families and discuss their relevance for cryptanalysis in light of available experimental results.  
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Joint work with Benoit Gérard and Kaisa Nyberg
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[[Media:blondeau.pdf|Slides]]
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スミッティ教授行く、私は男の子が誤って火星と繰り返しの月の飛び降り見ることができる 'ぐるぐる!' つかんまで彼は、彼の運命を認めた。
 
 
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  両方が物理学の法則を無視し、視覚影響の限界をプッシュし徹底的かつ象徴的なスペースジャンプシークエンスの撮影を考えるスリリングに、出荷するために出荷する。
 
   
 
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Latest revision as of 14:56, 17 December 2013

Title: Using Multiple Differentials... On the LLR and chi^2 Statistical Tests.

Abstract In parallel to similar extensions in linear cryptanalysis, a few papers about multiple differential cryptanalysis of block ciphers have been recently published. In the recent works published in SAC 2012 and SCN 2012 different and complementary approaches how to use information from multiple differentials were presented. During this presentation we will explain how the LLR and the chi^2 statistical test can be used in the differential cryptanalysis context to handle information from number of differential or truncated differential. We present and compare different techniques, classify them into families and discuss their relevance for cryptanalysis in light of available experimental results.

Joint work with Benoit Gérard and Kaisa Nyberg

Slides