Discrete Logarithm Over Finite Fields: Revision history

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• curprev 11:2511:25, 15 February 2023‎ Admin talk contribs‎ 2,925 bytes +2,925‎ Created page with "{{DISPLAYTITLE:Discrete Logarithm Over Finite Fields (Logarithm Calculations)}} == Description == Let $F_{p^n}$ denote the finite field of $p^n$ elements, where $p$ is a prime. Let $x$ be a generator for the multiplicative group of $F_{p^n}$. The discrete logarithm problem over $F_{p^n}$ is to compute, for any given nonzero $h \in F_{p^n}$, the least nonnegative integer $e$ such that $x^e=h$. In this context we shall write $e=\log_x h$. == Parameters == <pre>n: numb..."