Create the matrix whose columns generate the submodule of M,
of all elements of M of degree at least d, where M
is the module presented by the given standard basis, and d is an
integer for which the user is prompted.
The result matrix consists of a k-basis of M in degree d, and the set of column unit vectors corresponding to those rows of degree at least d. Each column of the result matrix is a monomial in the variables specified in the variable list.
For example, if the variables are ``abcd'', and the variables are all in one block,
% type m ; a a2 b4 ; b c2 c4 % std m m ; 12.3.4.5.6.7.8. ; computation complete after degree 8 % putstd m ms % type ms ; b4 a 0 0 0 0 ; c4 b b4c2-a2c4 b5-ac4 ab-c2 a3c4-b3c4 % truncate ms m1 ! lowest degree (default=0) ? 1 ; warning: no standard basis. Using initial terms of matrix % type m1 ; b c d 0 0 0 0 ; 0 0 0 a b c d