METHOD FOR GENERATING CYCLIC CODES

A method to generate Cyclic codes is revealed in this video with the help of which cyclic codes are generated. A polynomial is given whose degree is given, 3, for which the polynomial is taken as x^3-1 for example in this video, all we have to do is we have to find out all the possible remainders when the polynomial of the given range is divided by the given polynomial f(x). The next step of the procedure of generating cyclic codes is to multiply the polynomials formed for the different possibilities of remainders by given polynomial f(x) and obtain different expressions and in the end digital cyclic code is formed with the help of these expressions or polynomials.

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