Number theory
From Wikipedia, the free encyclopedia
Number theory is a part of mathematics. It explains what some types of numbers are, what properties they have, and ways that they can be useful.
Topics in number theory are:
Important theorems in number theory are:
- Chinese remainder theorem
- Fundamental theorem of arithmetic
- Fermat's last theorem
- Fermat's little theorem
Applications[change | change source]
A well-known application of number theory is encrypted messaging (encryption). Data compression also makes use of the field.