This package exports one function named transpose. In linear algebra, the transpose of a matrix A is another matrix A' created by any one of the following equivalent actions:

Every symmetric, positive definite matrix A can be decomposed into a product of a unique lower triangular matrix L and its transpose, so that A = L*L', where L' denotes the transpose of L. L is …

Since Blas and Lapack use a column major ordering scheme some routines here need to transpose matrices before calling fortran routines and transpose back (see the documentation …

If you want to process a matrix, you must hand in the transpose of the matrix, and then transpose the output when you get it back. that is because pdls are indexed by (col,row), and matrices …

See also "allaxisvals", which generates all axis values simultaneously in a form useful for "range", "interpND", "indexND", etc. Note the 'from specification' style (see zeroes) is not available …

This method calculates the transpose of a boolean matrix " $matrix1 " (stored as a bit vector) and stores the result in matrix " $matrix2 ". The transpose of a boolean matrix, representing the …

Returns reference to an array of references that comprise the invariance under Transpose (N)Inversion operations on the given pitch set. Probably easier to use the invariants mode of …

Use a convenience function PARImat_tr () which will transpose a matrix created by PARImat () to use the same order of elements as in PARI. builtin perl functions

If false, do not set any bits. In either case the bit matrix of V x V bits is allocated. transpose If true, set the bits in the bit matrix that correspond to edges but in the reverse direction. This has the …

From a given input matrix $a it computes a symmetric output matrix $c (symmetric in the matrix sense that A^T = A where ^T means matrix transpose, or in PDL parlance $c == $c …