Comments (1)
All BLASFEO routines are closely related to the standard BLAS and LAPACK counterparts, and in particular the dimension parameters are identical, so you can always use the standard BLAS documentation for guidance
https://netlib.org/lapack/explore-html/d1/d54/group__double__blas__level3_gaeda3cbd99c8fb834a60a6412878226e1.html
In particular, for all gemm
routines, you can see m
and n
as the number of rows and columns of the result matrix, while k
as the length of the dot product to compute each element of the result matrix.
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Related Issues (20)
- Need to link against math library? HOT 1
- Linker error: SHF_MERGE section size (456) must be a multiple of sh_entsize (32) HOT 4
- Tests fail to build: libblasfeo.so: undefined reference to kernel_dpack_buffer_fn HOT 1
- Are there routines for matrix norms? HOT 2
- Incorrect documentation for dtrmm in blasfeo_d_blasfeo_api.h? HOT 3
- blasfeo_dtrmm_rltn not implemented HOT 1
- Missing symbols kernel_dpack_buffer_* in the shared library HOT 2
- Tests fail: error: undefined symbol: blasfeo_sgemm HOT 1
- When can we use parameter as both input and output? HOT 1
- blasfeo_target.h:1:0: error: unterminated #ifndef HOT 2
- MacOS M2 compiling issue HOT 2
- Calling certain triangular matrices routines leads to `undefined symbol` error HOT 2
- `blasfeo_dtrmm_rlnn` accesses invalid memory with offset on the lower triangular matrix HOT 1
- How can I build BLASFEO and HPIPM for microcontrollers? HOT 1
- what is panel format? HOT 2
- Matrix Inversions HOT 6
- blasfeo_strmm_rlnn fails on HASWELL
- sgemm_nn fails for k > 8 on HASWELL HOT 1
- BLASFEO API explanation for Riccati recursion in HPIPM HOT 1
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