spgl1.spg_mmv¶
-
spgl1.
spg_mmv
(A, B, sigma=0, **kwargs)[source]¶ MMV problem.
spg_mmv
is designed to solve the multi-measurement vector basis pursuit denoise:(MMV) minimize ||X||_1,2 subject to ||A X - B||_2,2 <= sigma
where
A
is an M-by-N matrix,b
is an M-by-G matrix, and`sigma
is a nonnegative scalar.A
can be an explicit M-by-N matrix or ascipy.sparse.linalg.LinearOperator
.Parameters: - A : {sparse matrix, ndarray, LinearOperator}
Representation of an M-by-N matrix. It is required that the linear operator can produce
Ax
andA^T x
.- b : array_like, shape (m,)
Right-hand side matrix
b
of size M-by-G.- sigma : float, optional
BPDN threshold. If different from
None
, spgl1 solves BPDN problem- kwargs : dict, optional
Additional input parameters (refer to
spgl1.spgl1
for a list of possible parameters)
Returns: - x : array_like, shape (n,)
Inverted model
- r : array_like, shape (m,)
Final residual
- g : array_like, shape (h,)
Final gradient
- info : dict
See spgl1.