Discrete Mathematics/Semigroup
Jump to navigation
Jump to search
 |
This page or section is an undeveloped draft or outline. You can help to develop the work, or you can ask for assistance in the project room. |
In this section we Define a simple mathematical system, consisting of a set together with a binary operation that has many Important application.
Semi group[edit | edit source]
Let (A,*) be algebraic structure, where * is any binary operation on A. Then, the system (A,*) is semi-group if it satisfies the following properties: 1. The operation * is a closed operation on set A. 2. The operation * is an associative operation.