sage: s = var('s'); sage: G = matrix([[1,-1],[s2+s-4,2s2-s-8],[s2-4, 2s2-8]])
G is a symbolic matrix, each entry of which is a polynomial of variable 's'.
How can we calculate the Smith McMillan Form?
NOTE: G.smith_form() doesn't work.
Revision history [back]
 | 1 | initial version |
Smith-McMillan Form of a polynomial matrix
| | 2 | No.2 Revision |
Smith-McMillan Form of a polynomial matrix
sage: s = var('s');
sage: G = matrix([[1,-1],[s2+s-4,2matrix([[1,-1],[s^2+s-4,2ss^2-s-8],[s^2-4, 22-s-8],[s2-4, 2s2-8]])s^2-8]])
G is a symbolic matrix, each entry of which is a polynomial of variable 's'.
How can we calculate the Smith McMillan Form?
NOTE: G.smith_form() doesn't work.
Thanks in advance!
| | 3 | No.3 Revision |
Smith-McMillan Form of a polynomial matrix
sage: s = var('s'); var('s')
G is a symbolic matrix, each entry of which is a polynomial of variable 's'.
How can we calculate the Smith McMillan Form?
NOTE: G.smith_form() doesn't work.
Thanks in advance!
| | 4 | No.4 Revision |
Smith-McMillan Form of a polynomial matrix
sage: s = var('s')
sage: G = matrix([[1,-1],[s^2+s-4,2s^2-s-8],[s^2-4, 2s^2-8]])
G is a symbolic matrix, each entry of which is a polynomial of variable 's'.
NOTE: G.smith_form() doesn't work.
Thanks in advance!
| | 5 | No.5 Revision |
Smith-McMillan Form of a polynomial matrix
sage: G = matrix([[1,-1],[s^2+s-4,2s^2-s-8],[s^2-4, 2s^2-8]])
G G is a symbolic matrix, each entry of which is a polynomial of variable 's'.s.
How can we calculate the Smith McMillan Form of the matrix G?
NOTE: G.smith_form() G.smith_form() doesn't work.
Thanks in advance!
