Module complex 

Complex-precision sparse operations (Complex32 / Complex64).

These mirror the real-precision API: sparse vector AXPY / gather / scatter, plus a ComplexSparseMatrix handle wrapping AOCL’s aoclsparse_matrix and operations against it: matrix–vector product mv, triangular solve trsv, sparse-sparse product spmmd, ILU(0) smoother ilu_smoother, and the iterative-solver suite via ComplexIterSolver.

Structs

ComplexIterSolver

Iterative-solver handle for complex sparse systems.

ComplexSparseMatrix

RAII wrapper for a complex aoclsparse_matrix in CSR format.

Traits

ComplexScalar

Scalar element type for the complex sparse routines (c32, c64).

Functions

add

Compute C := α · op(A) + B returning a fresh complex CSR matrix.

axpyi

y[indx] := α·x + y[indx]. x and indx must have equal length.

create_csc_c32

Complex32 CSC creator. See create_csc_c64.

create_csc_c64

Build a complex CSC matrix handle. (Complex64)

create_tcsr_c32

Complex32 TCSR creator. See create_tcsr_c64.

create_tcsr_c64

Build a complex TCSR matrix handle (parallel L / U triangular CSRs). (Complex64)

csrmm

Compute C := α · op(A) · B + β · C where A is sparse complex (CSR) and B, C are dense complex matrices laid out per order.

dotci_c32

Complex32 conjugated sparse dot. See dotci_c64.

dotci_c64

Sparse-vector conjugated dot Σ conj(x[i]) · y[indx[i]]. (Complex64)

dotmv_c32

Complex32 fused dot + mat-vec. See dotmv_c64.

dotmv_c64

Fused dot + mat-vec: y := α A x + β y and d := xᵀ y. (Complex64)

dotui_c32

Complex32 unconjugated sparse dot. See dotui_c64.

dotui_c64

Sparse-vector unconjugated dot Σ x[i] · y[indx[i]]. (Complex64)

gthr

x[i] := y[indx[i]] (sparse gather).

gthrs_c32

Complex32 strided sparse gather.

gthrs_c64

Complex64 strided sparse gather. See real gthrs_f64.

gthrz_c32

Complex32 gather-and-zero.

gthrz_c64

Complex64 gather-and-zero.

ilu_smoother

One ILU(0) smoothing step on a complex matrix.

mv

Compute y := α · op(A) · x + β · y for a complex CSR matrix A.

sctr

y[indx[i]] := x[i] (sparse scatter).

sctrs_c32

Complex32 strided sparse scatter.

sctrs_c64

Complex64 strided sparse scatter.

set_value_c32

Complex32 set_value. See set_value_c64.

set_value_c64

Set a single non-zero entry on a complex CSR handle. (Complex64)

sorv

One step of (S)SOR / forward / backward Gauss-Seidel relaxation for a complex sparse matrix.

sp2md

Compute C := α · op_A(A) · op_B(B) + β · C for complex sparse A and B, dense complex C.

spmmd

Compute C := op(A) · B where both A and B are sparse complex matrices and C is dense.

symgs_c32

Complex32 symmetric Gauss-Seidel. See symgs_c64.

symgs_c64

Symmetric Gauss-Seidel sweep against a complex-symmetric handle. (Complex64)

symgs_mv_c32

Complex32 fused symgs + mat-vec. See symgs_mv_c64.

symgs_mv_c64

Fused symgs + mat-vec. (Complex64)

syprd_c32

Complex32 symmetric triple product. See syprd_c64.

syprd_c64

Symmetric triple product C := α · op(A) · B · op(A)ᵀ + β · C for complex sparse A, dense B/C. (Complex64)

syrkd_c32

Complex32 symmetric rank-k update. See syrkd_c64.

syrkd_c64

Symmetric rank-k update from a complex sparse matrix. (Complex64)

trsm_c32

Complex32 multi-RHS triangular solve. See trsm_c64.

trsm_c64

Multi-RHS triangular solve op(A) · X = α · B for complex sparse triangular A. (Complex64)

trsv

Solve op(A) · x = α · b where A is sparse triangular.

update_values_c32

Complex32 update_values. See update_values_c64.

update_values_c64

Replace the values array on a complex CSR handle in place. (Complex64)