Suppose I have two matrices A=(1 0 ; 1 0) B=(0 0; 1 1) and suppose we know A and B are two similar matrices. Then there exist an invertible matrix P such that A=PBP^(-1). Now, how one can calculate the matrix P in sage.

1 | initial version | asked Anonymous |

Suppose I have two matrices A=(1 0 ; 1 0) B=(0 0; 1 1) and suppose we know A and B are two similar matrices. Then there exist an invertible matrix P such that A=PBP^(-1). Now, how one can calculate the matrix P in sage.

Suppose I have two matrices A=(1 0 ; 1 0) and B=(0 0; 1 1) where A,B are two by two matrices and suppose we know A and B are two similar matrices. Then there exist an invertible matrix P such that A=PBP^(-1). Now, how one can calculate the matrix P in sage.

Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.