Claude Carlet
Boolean Functions for Cryptography and Coding Theory
Claude Carlet
Boolean Functions for Cryptography and Coding Theory
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A complete, accessible book on single and multiple output Boolean functions in cryptography and coding, with recent applications and problems.
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A complete, accessible book on single and multiple output Boolean functions in cryptography and coding, with recent applications and problems.
Produktdetails
- Produktdetails
- Verlag: European Community
- Seitenzahl: 574
- Erscheinungstermin: 4. Februar 2021
- Englisch
- Abmessung: 257mm x 196mm x 36mm
- Gewicht: 1225g
- ISBN-13: 9781108473804
- ISBN-10: 1108473806
- Artikelnr.: 58815292
- Verlag: European Community
- Seitenzahl: 574
- Erscheinungstermin: 4. Februar 2021
- Englisch
- Abmessung: 257mm x 196mm x 36mm
- Gewicht: 1225g
- ISBN-13: 9781108473804
- ISBN-10: 1108473806
- Artikelnr.: 58815292
Claude Carlet is Professor Emeritus of Mathematics at the University of Paris VIII, France and member of the Bergen University department of computer science. He has contributed to fifteen books, and published more than 130 papers in international journals and more than sixty papers in international proceedings. He has been a member of eighty program committees of international conferences, and served as co-chair for nine of them. He has overseen the research group 'Codage-Cryptographie', which gathers all French researchers in coding and cryptography, and is editor-in-chief of the journal Cryptography and Communications. He has been an invited plenary speaker at twenty international conferences and the invited speaker at thirty other international conferences and workshops.
1. Introduction to cryptography, codes, Boolean and vectorial functions
2. Generalities on Boolean and vectorial functions
3. Boolean functions, vectorial functions and cryptography
4. Boolean functions, vectorial functions and error correcting codes
5. Functions with weights, Walsh spectra and nonlinearities easier to study
6. Bent functions and plateaued functions
7. Correlation immune and resilient functions
8. Functions satisfying SAC, PC, EPC, or having good GAC
9. Algebraic immune functions
10. Particular classes of Boolean functions
11. Highly nonlinear vectorial functions with low differential uniformity
12. Recent uses of Boolean and vectorial functions and related problems
13. Open questions
14. Appendix.
2. Generalities on Boolean and vectorial functions
3. Boolean functions, vectorial functions and cryptography
4. Boolean functions, vectorial functions and error correcting codes
5. Functions with weights, Walsh spectra and nonlinearities easier to study
6. Bent functions and plateaued functions
7. Correlation immune and resilient functions
8. Functions satisfying SAC, PC, EPC, or having good GAC
9. Algebraic immune functions
10. Particular classes of Boolean functions
11. Highly nonlinear vectorial functions with low differential uniformity
12. Recent uses of Boolean and vectorial functions and related problems
13. Open questions
14. Appendix.
1. Introduction to cryptography, codes, Boolean and vectorial functions
2. Generalities on Boolean and vectorial functions
3. Boolean functions, vectorial functions and cryptography
4. Boolean functions, vectorial functions and error correcting codes
5. Functions with weights, Walsh spectra and nonlinearities easier to study
6. Bent functions and plateaued functions
7. Correlation immune and resilient functions
8. Functions satisfying SAC, PC, EPC, or having good GAC
9. Algebraic immune functions
10. Particular classes of Boolean functions
11. Highly nonlinear vectorial functions with low differential uniformity
12. Recent uses of Boolean and vectorial functions and related problems
13. Open questions
14. Appendix.
2. Generalities on Boolean and vectorial functions
3. Boolean functions, vectorial functions and cryptography
4. Boolean functions, vectorial functions and error correcting codes
5. Functions with weights, Walsh spectra and nonlinearities easier to study
6. Bent functions and plateaued functions
7. Correlation immune and resilient functions
8. Functions satisfying SAC, PC, EPC, or having good GAC
9. Algebraic immune functions
10. Particular classes of Boolean functions
11. Highly nonlinear vectorial functions with low differential uniformity
12. Recent uses of Boolean and vectorial functions and related problems
13. Open questions
14. Appendix.