flatironinstitute sparse_dot issues

flatironinstitute / sparse_dot

Python wrapper for Intel Math Kernel Library (MKL) matrix multiplication

MIT License

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Solve sparse linear system for complex numbers

#26 GitHubOpenIssue opened 2 weeks ago
5
Import fails when using SciPy 1.14

#25 hrittich closed 3 months ago
2
Segfault on import

#24 peterwilton-ttam closed 9 months ago
2
dot_product_mkl: ValueError: Input matrices to dot_product_mkl must be CSR, CSC, or BSR; COO is not supported

#23 yCobanoglu closed 11 months ago
6
Search for mkl lib in OneAPI's folder

#22 LemonBoy closed 11 months ago
1
sparse status internal error [mkl_sparse_qr_reorder]

#21 jvandeweg closed 1 year ago
3
MKL 2022.1.0 version with conda setup not working

#20 DManowitz closed 2 years ago
1
Complex float dtype support

#19 asistradition closed 2 years ago
1
Not working with Complex Numbers?

#18 j1ver closed 2 years ago
6
Can't use multicore

#17 yunweilu closed 2 years ago
2
memory leak in dense x csc multiplication

#16 simonwm closed 3 years ago
3
MKL 2021 version with conda setup not working

#15 neiladit closed 3 years ago
4
[Tests] Nose -> pytest

#14 leycec opened 3 years ago
7
Wrong results for dense (n>1,m) times sparse (m,1)

#13 simonwm closed 3 years ago
4
how to set multithreads

#12 leebo-2020 closed 2 years ago
3
v0.7.0 (BSR)

#11 asistradition closed 3 years ago
0
MKL internal representation for BSR

#10 gnool closed 3 years ago
8
Support an output array parameter.

#9 tbenthompson closed 4 years ago
5
SPARSE_STATUS_ALLOC_FAILED

#8 alexbovet closed 4 years ago
2
`dot_product_mkl` hangs if `multiprocessing` is used and an `sklearn`-module is loaded

#7 kostrykin closed 3 years ago
5
Support for case where number of stored elements in one of the matrices is greater than the range of int32

#6 DeepakSaini119 closed 1 year ago
5
v 0.5.1 Gram Matrix

#5 asistradition closed 4 years ago
0
Outer product of two vectors gives wrong result

#4 kostrykin closed 4 years ago
2
load mkl_rt at runtime

#3 mynameisvinn closed 4 years ago
0
Gram matrix math

#2 asistradition closed 4 years ago
2
Matrix-vector products -- special case for A = sparse, B = dense with shape (N, 1)

#1 tbenthompson closed 4 years ago
4