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Cryptographic Boolean Functions and Applications

✍ Scribed by Thomas W. Cusick and Pantelimon Stănică (Auth.)

Publisher
Academic Press
Year
2017
Tongue
English
Leaves
278
Edition
2nd Edition
Category
Library
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✦ Synopsis

Cryptographic Boolean Functions and Applications, Second Edition is designed to be a comprehensive reference for the use of Boolean functions in modern cryptography. While the vast majority of research on cryptographic Boolean functions has been achieved since the 1970s, when cryptography began to be widely used in everyday transactions, in particular banking, relevant material is scattered over hundreds of journal articles, conference proceedings, books, reports and notes, some of them only available online.

This book follows the previous edition in sifting through this compendium and gathering the most significant information in one concise reference book. The work therefore encompasses over 600 citations, covering every aspect of the applications of cryptographic Boolean functions.

Since 2008, the subject has seen a very large number of new results, and in response, the authors have prepared a new chapter on special functions. The new edition brings 100 completely new references and an expansion of 50 new pages, along with heavy revision throughout the text.

✦ Table of Contents

Content:
Front Matter,Copyright,Dedication,PrefaceEntitled to full textChapter 1 - A Bit of History, Pages 1-5
Chapter 2 - Fourier Analysis of Boolean Functions, Pages 7-29
Chapter 3 - Avalanche and Propagation Criteria, Pages 31-54
Chapter 4 - Correlation Immune and Resilient Boolean Functions, Pages 55-82
Chapter 5 - Bent Boolean Functions, Pages 83-108
Chapter 6 - Special Types of Boolean Functions, Pages 109-142
Chapter 7 - Stream Cipher Design, Pages 143-185
Chapter 8 - Block Ciphers, Pages 187-221
Chapter 9 - Boolean Cayley Graphs, Pages 223-238
Bibliography, Pages 239-270
Index, Pages 271-275

✦ Subjects

Home;Books & Journals;Mathematics;Mathematics (General);Cryptographic Boolean Functions and Applications

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