may i know what is the difference between a transition matrix and a transformation matrix in linear transformation?
im rather confused. thanks
In linear algebra, a change of basis matrix is often called a transition matrix (or matrix of transition).
Essentially, they represent the identity map relative of various bases.
As far as transformation matrix is concerned (again in linear algebra), I've seen the term
used for the matrix representation of some linear transformation, say T: V -> W, relative to specific bases in V and W.