Notations of rightinverse

Given a map \(f:S?T\) between sets \(S\) and \(T\), the map \(g:T?S\) is called a right inverse to \(f\), that is, composing \(f\) with \(g\) from the right gives the identity on \(T\).

Descriptions of this symbol


Observations of rightinverse

Put your observations here...

English right_inverse1-en.png

As we see in algebra book, in the example on the right each element right_inverse2-en.png has a right inverse right_inverse3-en.png .
Go directly to the example in google books links.



Encoding the observations of rightinverse

See encodings