Understanding Randomized Primality Testing with Fermat-Euler Theorem 🔍

Discover how finite group theory and the Fermat-Euler theorem improve primality testing algorithms. Learn why strict subgroups are limited to half the size of the group in this insightful explanation.

Understanding Randomized Primality Testing with Fermat-Euler Theorem 🔍
DG
27 views • Jan 14, 2021
Understanding Randomized Primality Testing with Fermat-Euler Theorem 🔍

About this video

Let G be a finite group. We show that any strict subgroup of G can have at most |G|/2 elements.

This theorem is needed to analyze the primality testing algorithm (Fermat-Euler).

Tags and Topics

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#Size of a subgroup #finite group #number theory #group theory #primality testing

Video Information

Views

27

Duration

13:22

Published

Jan 14, 2021

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