2.13.3 Commands and Functions returning MAT |
adj | classical adjoint matrix (also known as adjugate) |
apply | apply homomorphism |
BlockMat | create a block matrix |
BlockMat2x2 | create a block matrix with 4 matrices |
ColMat | single column matrix |
CompleteToOrd | completes a matrix to an ordering matrix |
ConcatAntiDiag | create a simple block matrix |
ConcatDiag | create a simple block matrix |
ConcatHor | create a simple block matrix |
ConcatHorList | create a simple block matrix |
ConcatVer | create a simple block matrix |
ConcatVerList | create a simple block matrix |
DiagMat | matrix with given diagonal |
ElimMat | matrix for elimination ordering |
GensAsCols, GensAsRows | matrix of generators of a module |
GradingMat | matrix of generalized weights for indeterminates |
HomogElimMat | matrix for elimination ordering |
IdentityMat | the identity matrix |
inverse | multiplicative inverse of matrix |
jacobian | the Jacobian of a list of polynomials |
LexMat | matrices for std. term-orderings |
LinKer | find the kernel of a matrix |
LinSolve | find a solution to a linear system |
MakeMatByRows, MakeMatByCols | convert a list into a matrix |
matrix | convert a list into a matrix |
NewMat | Zero matrix |
NewMatFilled | matrix filled with value |
NmzHilbertBasis | Hilbert Basis of a monoid |
OrdMat | matrix defining a term-ordering |
RevLexMat | matrices for std. term-orderings |
RowMat | single row matrix |
StdDegLexMat | matrices for std. term-orderings |
StdDegRevLexMat | matrices for std. term-orderings |
submat | submatrix |
sylvester | the Sylvester matrix of two polynomials |
TensorMat | returns the tensor product of two matrices |
transposed | the transposition of a matrix |
WeightsMatrix [OBSOLESCENT] | [OBSOLESCENT] matrix of generalized weights for indeterminates |
XelMat | matrices for std. term-orderings |
ZeroMat | matrix filled with 0 |