2003•Birkhäuser Basel eBooksRequires access

Approximation of the Discrete Logarithm Modulo p — 1

Igor E. Shparlinski

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Abstract

In this chapter we consider various approximations and representations of the discrete logarithm modulo a divisordofp —1. Certainly the case ofd =2 is of special interest because it corresponds to the representation of the rightmost bit of ind x.

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In this chapter we consider various approximations and representations of the discrete logarithm modulo a divisordofp —1. Certainly the case ofd =2 is of special interest because it corresponds to the representation of the rightmost bit of ind x.

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Available abstract

In this chapter we consider various approximations and representations of the discrete logarithm modulo a divisordofp —1. Certainly the case ofd =2 is of special interest because it corresponds to the representation of the rightmost bit of ind x.

Key concepts: Modulo, Logarithm, Discrete logarithm, Mathematics, Representation (politics), Discrete mathematics, Arithmetic, Pure mathematics

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