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Fix typo in internal docs.

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Salvatore Filippone
2020-02-05 10:17:27 +00:00
parent 76d5c5f3ae
commit d031ef0763
4 changed files with 4 additions and 4 deletions
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base/tools/psb_c_par_csr_spspmm.f90
+1 -1
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@@ -39,7 +39,7 @@
! C = A * B
!
! where all the matrices are stored in CSR. On input and output the matrices
! are stored with column indices in local numbering, but inermediate quantities
! are stored with column indices in local numbering, but intermediate quantities
! are in global numbering because gathering the halo of B to multiply it
! by A implies a potential enlargement of the support.
! Also, B may have a column index space different from its row index space,
base/tools/psb_d_par_csr_spspmm.f90
+1 -1
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@@ -39,7 +39,7 @@
! C = A * B
!
! where all the matrices are stored in CSR. On input and output the matrices
! are stored with column indices in local numbering, but inermediate quantities
! are stored with column indices in local numbering, but intermediate quantities
! are in global numbering because gathering the halo of B to multiply it
! by A implies a potential enlargement of the support.
! Also, B may have a column index space different from its row index space,
base/tools/psb_s_par_csr_spspmm.f90
+1 -1
View File
@@ -39,7 +39,7 @@
! C = A * B
!
! where all the matrices are stored in CSR. On input and output the matrices
! are stored with column indices in local numbering, but inermediate quantities
! are stored with column indices in local numbering, but intermediate quantities
! are in global numbering because gathering the halo of B to multiply it
! by A implies a potential enlargement of the support.
! Also, B may have a column index space different from its row index space,
base/tools/psb_z_par_csr_spspmm.f90
+1 -1
View File
@@ -39,7 +39,7 @@
! C = A * B
!
! where all the matrices are stored in CSR. On input and output the matrices
! are stored with column indices in local numbering, but inermediate quantities
! are stored with column indices in local numbering, but intermediate quantities
! are in global numbering because gathering the halo of B to multiply it
! by A implies a potential enlargement of the support.
! Also, B may have a column index space different from its row index space,