
Combinatorics and Finite Fields
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Combinatorics and finite fields are of great importance in modern applications such as in the analysis of algorithms, in information and communication theory, and in signal processing and coding theory. This book contains survey articles on topics such as difference sets, polynomials, and pseudorandomness.
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Persons
Kai-Uwe Schmidt , Paderborn University, Germany; Arne Winterhof , Radon Institute for Computational and Applied Mathematics, Austria.
Content
- Intro
- Introduction
- Contents
- 1. Tiling rings with "precious" differences
- 2. q-analogs of group divisible designs
- 3. A survey on bent functions and their duals
- 4. Construction of Bent functions using covering extended building sets
- 5. Results on permutation polynomials of shape x⊃&t&/sup& + ?Tr⊂&q&/sub&⊃&n&/sup&/⊂&q&/sub&(x⊃&d&/sup&)
- 6. A new structure for difference matrices over abelian p-groups
- 7. Weil sums of binomials: properties, applications and open problems
- 8. A survey on iterations of mappings over finite fields
- 9. Cyclotomy, difference sets, sequences with low correlation, strongly regular graphs and related geometric substructures
- 10. Pseudorandomness of large sets in finite fields
- 11. Point-plane incidences and some applications in positive characteristic
- 12. A survey of group invariant Butson matrices and their relation to generalized bent functions and various other objects
- 13. MRD codes: constructions and connections
- 14. Differential fault attack on hardware stream ciphers-a technical survey
- 15. Polynomials over finite fields: an index approach
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