tfp.substrates.numpy.math.hpsd_quadratic_form_solve
Computes rhs^T matrix^-1 rhs
, where matrix
is HPSD.
tfp.substrates.numpy.math.hpsd_quadratic_form_solve(
matrix, rhs, cholesky_matrix=None
)
Given matrix
and rhs
, computes rhs^T @ matrix^-1 rhs
, where
matrix
is a Hermitian positive semi-definite matrix.
Args |
matrix
|
Floating-point Tensor of shape [..., N, N] . Represents
a Hermitian positive semi-definite matrix.
|
rhs
|
Floating-point Tensor of shape [..., N, K] .
|
cholesky_matrix
|
(Optional) Floating-point Tensor of shape [..., N, N]
that represents a Cholesky factor of matrix .
|
Returns |
hpsd_quadratic_form_solve
|
Tensor of shape [..., K, K] .
|
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Last updated 2023-11-21 UTC.
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