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Fundamental Theorem of Arithmetic Explained by Tytus Metrycki is a document available to read on EtoBox.

This document contains 18 theorems related to number theory and the fundamental theorem of arithmetic. It proves properties of divisibility, existence and properties of the greatest common divisor (GCD), existence of prime numbers and their properties, and the fundamental theorem of arithmetic stating any integer can be uniquely represented as a product of prime factors. It also includes proofs of the Euclidean algorithm and properties of linear combinations and divisibility related to GCDs.

Author

Tytus Metrycki

Language

EN