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//------------------------------------------------------------------------------
// GB_subassign_01: C(I,J) = scalar ; using S
//------------------------------------------------------------------------------
// SuiteSparse:GraphBLAS, Timothy A. Davis, (c) 2017-2022, All Rights Reserved.
// SPDX-License-Identifier: Apache-2.0
//------------------------------------------------------------------------------
// Method 01: C(I,J) = scalar ; using S
// M: NULL
// Mask_comp: false
// C_replace: false
// accum: NULL
// A: scalar
// S: constructed
// C: not bitmap
#include "GB_subassign_methods.h"
GrB_Info GB_subassign_01
(
GrB_Matrix C,
// input:
const GrB_Index *I,
const int64_t ni,
const int64_t nI,
const int Ikind,
const int64_t Icolon [3],
const GrB_Index *J,
const int64_t nj,
const int64_t nJ,
const int Jkind,
const int64_t Jcolon [3],
const void *scalar,
const GrB_Type atype,
GB_Context Context
)
{
//--------------------------------------------------------------------------
// check inputs
//--------------------------------------------------------------------------
ASSERT (!GB_IS_BITMAP (C)) ;
//--------------------------------------------------------------------------
// S = C(I,J)
//--------------------------------------------------------------------------
GB_EMPTY_TASKLIST ;
GB_CLEAR_STATIC_HEADER (S, &S_header) ;
GB_OK (GB_subassign_symbolic (S, C, I, ni, J, nj, true, Context)) ;
//--------------------------------------------------------------------------
// get inputs
//--------------------------------------------------------------------------
GB_GET_C ; // C must not be bitmap
const int64_t *restrict Ch = C->h ;
const int64_t *restrict Cp = C->p ;
const bool C_is_hyper = (Ch != NULL) ;
const int64_t Cnvec = C->nvec ;
GB_GET_SCALAR ;
GB_GET_S ;
GrB_BinaryOp accum = NULL ;
//--------------------------------------------------------------------------
// Method 01: C(I,J) = scalar ; using S
//--------------------------------------------------------------------------
// Time: Optimal; must visit all IxJ, so Omega(|I|*|J|) is required.
// Entries in S are found and the corresponding entry in C replaced with
// the scalar. The traversal of S is identical to the traversal of M in
// Method 4.
// Method 01 and Method 03 are very similar.
//--------------------------------------------------------------------------
// Parallel: all IxJ (Methods 01, 03, 13, 15, 17, 19)
//--------------------------------------------------------------------------
GB_SUBASSIGN_IXJ_SLICE ;
//--------------------------------------------------------------------------
// phase 1: create zombies, update entries, and count pending tuples
//--------------------------------------------------------------------------
#pragma omp parallel for num_threads(nthreads) schedule(dynamic,1) \
reduction(+:nzombies)
for (taskid = 0 ; taskid < ntasks ; taskid++)
{
//----------------------------------------------------------------------
// get the task descriptor
//----------------------------------------------------------------------
GB_GET_IXJ_TASK_DESCRIPTOR_PHASE1 (iA_start, iA_end) ;
//----------------------------------------------------------------------
// compute all vectors in this task
//----------------------------------------------------------------------
for (int64_t j = kfirst ; j <= klast ; j++)
{
//------------------------------------------------------------------
// get jC, the corresponding vector of C
//------------------------------------------------------------------
int64_t jC = GB_ijlist (J, j, Jkind, Jcolon) ;
//------------------------------------------------------------------
// get S(iA_start:end,j)
//------------------------------------------------------------------
GB_LOOKUP_VECTOR_FOR_IXJ (S, iA_start) ;
//------------------------------------------------------------------
// C(I(iA_start,iA_end-1),jC) = scalar
//------------------------------------------------------------------
for (int64_t iA = iA_start ; iA < iA_end ; iA++)
{
bool found = (pS < pS_end) && (GBI (Si, pS, Svlen) == iA) ;
if (!found)
{
// ----[. A 1]----------------------------------------------
// S (i,j) is not present, the scalar is present
// [. A 1]: action: ( insert )
task_pending++ ;
}
else
{
// ----[C A 1] or [X A 1]-----------------------------------
// both S (i,j) and A (i,j) present
// [C A 1]: action: ( =A ): scalar to C, no accum
// [X A 1]: action: ( undelete ): zombie lives
GB_C_S_LOOKUP ;
GB_noaccum_C_A_1_scalar ;
GB_NEXT (S) ;
}
}
}
GB_PHASE1_TASK_WRAPUP ;
}
//--------------------------------------------------------------------------
// phase 2: insert pending tuples
//--------------------------------------------------------------------------
GB_PENDING_CUMSUM ;
#pragma omp parallel for num_threads(nthreads) schedule(dynamic,1) \
reduction(&&:pending_sorted)
for (taskid = 0 ; taskid < ntasks ; taskid++)
{
//----------------------------------------------------------------------
// get the task descriptor
//----------------------------------------------------------------------
GB_GET_IXJ_TASK_DESCRIPTOR_PHASE2 (iA_start, iA_end) ;
//----------------------------------------------------------------------
// compute all vectors in this task
//----------------------------------------------------------------------
for (int64_t j = kfirst ; j <= klast ; j++)
{
//------------------------------------------------------------------
// get jC, the corresponding vector of C
//------------------------------------------------------------------
int64_t jC = GB_ijlist (J, j, Jkind, Jcolon) ;
//------------------------------------------------------------------
// get S(iA_start:end,j)
//------------------------------------------------------------------
GB_LOOKUP_VECTOR_FOR_IXJ (S, iA_start) ;
//------------------------------------------------------------------
// C(I(iA_start,iA_end-1),jC) = scalar
//------------------------------------------------------------------
for (int64_t iA = iA_start ; iA < iA_end ; iA++)
{
bool found = (pS < pS_end) && (GBI (Si, pS, Svlen) == iA) ;
if (!found)
{
// ----[. A 1]----------------------------------------------
// S (i,j) is not present, the scalar is present
// [. A 1]: action: ( insert )
int64_t iC = GB_ijlist (I, iA, Ikind, Icolon) ;
GB_PENDING_INSERT (scalar) ;
}
else
{
// both S (i,j) and A (i,j) present
GB_NEXT (S) ;
}
}
}
GB_PHASE2_TASK_WRAPUP ;
}
//--------------------------------------------------------------------------
// finalize the matrix and return result
//--------------------------------------------------------------------------
GB_SUBASSIGN_WRAPUP ;
}
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