Number theory backgraound Sample Clauses

Number theory backgraound. First, we need a short overview of some required number theory: p Consider Zp as the set of all the integers modulo p, for some prime number p. We denote by Z∗ the multiplicative group in Zp. p Some facts regarding Z∗: p • Z∗ = Zp\ {0}. p • Z∗ = p — 1. p We now want to define a sub-group of Z∗ called the quadratic residues group:
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