Web Reference: In this lecture we give a brief introduction to block codes. Basically the codes consist of a number of vectors. The goal is to have as many vectors as possible in the code but with each vector as far apart from every other vector as possible. An (n, k) block code can be augmented, expurgated, extended, punctured, lengthened, or shortened. In all cases, the minimum Hamming distance property of the code may change after the modifications. Linear block codes are a class of parity check codes that can be characterised by the (n, k) notation. The encoder transforms a block of k-message digits (a message vector) into a longer block of n codeword digits (a code vector) constructed from a given alphabet of elements.
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