By Ian F. Blake,Ronald C. Mullin
The booklet first deals details on finite fields and coding thought and combinatorial structures and coding. Discussions specialise in quadratic residues and codes, self-dual and quasicyclic codes, balanced incomplete block designs and codes, polynomial method of coding, and linear ameliorations of vector areas over finite fields.
The textual content then examines coding and combinatorics, together with chains and chain teams, equidistant codes, matroids, graphs, and coding, matroids, and twin chain teams. The manuscript additionally ponders on Möbius inversion formulation, Lucas's theorem, and Mathieu teams.
The book is a invaluable resource of data for mathematicians and researchers drawn to the combinatorial coding theory.
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Extra resources for An Introduction to Algebraic and Combinatorial Coding Theory
An Introduction to Algebraic and Combinatorial Coding Theory by Ian F. Blake,Ronald C. Mullin