Commutative OperationYou are currentlynot logged in Click here to log in 

A Commutative Operation is a function $f$ of two variables such that $f(a,b)=f(b,a).$
Operations are usually represented by writing a symbol between the two arguments. Examples include:
A group in which the group operation is commutative is called an "Abelian Group."
AddingComplexNumbers DifferenceOfTwoSquares MatrixMultiplication MatrixTransformation Quaternion 
(none)  (none)  
Commutative  (none)  
⇌ 
You are hereCommutativeOperation 

Function  
(none)  (none)  CoDomainOfAFunction DomainOfAFunction ImageOfAFunction Polynomial RangeOfAFunction RealNumber 
Last change to this page Full Page history Links to this page 
Edit this page (with sufficient authority) Change password 
Recent changes All pages Search 