Titlebook: Introduction to Coding Theory; J. H. Lint Textbook 19922nd edition Springer-Verlag Berlin Heidelberg 1992 code.coding.coding theory.discre

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antidote

Some Good Codes,rows of a Hadamard matrix differ in half of the positions we have constructed an (., 2., 1/2.) code. For . = 8 this is an extended Hamming code. For . =32 the code is the one used by Mariner 1969 which was mentioned in Section 2.1. In general these codes are called ..

終端

Bounds on Codes,rested in questions like usefulness in practice, encoding or decoding of such codes. We again consider as alphabet a set . of . symbols and we define .:= (. ? 1)/.. Notation is as in Section 3.1. We assume . has been chosen and then define an (., *, .) code as a code with length . and minimum distan

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