Hello! This post belongs to a series called Number Theory. You should read Divisibility and Prime Numbers. I'll also be introducing induction in this post - a common mathematical tool. Fundamental Theorem of Arithmetic - Every integer greater than $latex 1 &bg=ffffff&fg=4E4E4E&s=1$ can be written as a product of prime numbers. Before I prove this, … Continue reading Fundamental Theorem of Arithmetic
Category: Number Theory
Number Theory
Number Theory is one of the most pure fields of mathematics. Many people look to it when trying illustrate the beauty of math. Staying true to the name of this site, I hope to help you see some of that beauty for yourself. Before reading posts from this series, there some important foundational concepts you … Continue reading Number Theory
The Division Algorithm
Hello! This post belongs to a series called Number Theory. Before reading this post, I recommend going to that page and making sure you have the prerequisite material. You should be familiar with Set Theory Part 1, Set Theory Part 2, Quantifiers, Modulo and Equivalence Relations, and Divisibility and Prime Numbers. Before I introduce the … Continue reading The Division Algorithm
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