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matrix_clone
: It generates the clone of the matrix M.
Example:
matrix_clone(matrix_list_to_matrix([[1,1],[0,1]])); |
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matrix_det
: It returns the determinant of the matrix M.
Example:
poly_factor(matrix_det([[1,x,x^2],[1,y,y^2],[1,z,z^2]])); |
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matrix_diagonal_matrix
: It returns the diagonal matrix with diagonal entries L.
Example:
matrix_diagonal_matrix([1,2,3]); |
References:
matrix_list_to_matrix
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matrix_eigenavalues
: It returns the eigenvalues of the matrix M.
Example:
matrix_eigenvalues([[x,1],[0,y]]); |
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matrix_identity_matrix
: It returns the identity matrix of the size N.
Example:
matrix_identity_matrix(5); |
References:
matrix_diagonal_matrix
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matrix_image
: It computes the image of M. Redundant vectors are removed.
Example:
matrix_image([[1,2,3],[2,4,6],[1,0,0]]); |
References:
matrix_kernel
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matrix_inner_product
: It returns the inner product of two vectors A and B.
Example:
matrix_inner_product([1,2],[x,y]); |
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matrix_inverse
: It returns the inverse of the matrix M.
Example:
matrix_inverse([[1,2],[0,1]]); |
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matrix_kernel
: It returns the basis of the kernel of the matrix M.
Example:
matrix_kernel([[1,1,1,1],[0,1,3,4]]); |
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matrix_list_to_matrix
: It translates the list M to a matrix.
Example:
print_xdvi_form(matrix_list_to_matrix([[1,1],[0,2]])); |
References:
matrix_matrix_to_list
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matrix_matrix_to_list
: It translates the matrix M to a list.
References:
matrix_list_to_matrix
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matrix_rank
: It returns the rank of the matrix M.
Example:
matrix_rank([[1,1,1,1],[0,1,3,4]]); |
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matrix_solve_linear
: It solves the system of linear equations M X = B
Example:
matrix_solve_linear([[1,2],[0,1]],[x,y],[1,2]); |
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matrix_submatrix
: It returns the submatrix of M defined by the index set Ind.
Example:
matrix_submatrix([[0,1],[2,3],[4,5]],[1,2]); |
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matrix_transpose
: It returns the transpose of the matrix M.
References:
matrix_list_to_matrix
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