Return the Pascal matrix of order n if t = 0
.
The default value of t is 0.
When t = 1
, return the pseudo-lower triangular
Cholesky factor of the Pascal matrix (The sign of some columns may be
negative). This matrix is its own inverse, that is
pascal (n, 1) ^ 2 == eye (n)
.
If t = -1
, return the true Cholesky factor with strictly
positive values on the diagonal.
If t = 2
, return a transposed and permuted version of
pascal (n, 1)
, which is the cube root of the identity matrix.
That is, pascal (n, 2) ^ 3 == eye (n)
.
See also: chol.
Package: octave