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block.c
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block.c
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/***********************************************************************
*
* Copyright (C) 2008 Albert Deuzeman, Siebren Reker, Carsten Urbach
* 2010 Claude Tadonki, Carsten Urbach
*
* This file is part of tmLQCD.
*
* tmLQCD is free software: you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation, either version 3 of the License, or
* (at your option) any later version.
*
* tmLQCD is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with tmLQCD. If not, see <http://www.gnu.org/licenses/>.
***********************************************************************/
#ifdef HAVE_CONFIG_H
# include<tmlqcd_config.h>
#endif
#include <errno.h>
#include <math.h>
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include <complex.h>
#include "global.h"
#include "aligned_malloc.h"
#include "boundary.h"
#include "gettime.h"
#include "read_input.h"
#include "operator/D_psi.h"
#include "linalg_eo.h"
#include "start.h"
#include "gamma.h"
#include "xchange/xchange.h"
#include "block.h"
#include "solver/lu_solve.h"
#include "su3.h"
#define CALLOC_ERROR_CRASH {printf ("calloc errno : %d\n", errno); errno = 0; return 1;}
int init_blocks_geometry();
int nb_blocks;
int nblks_t;
int nblks_x;
int nblks_y;
int nblks_z;
int nblks_dir[4];
int blk_gauge_eo;
int **** block_ipt;
int *** bipt__;
int ** bipt_;
int * bipt;
_Complex double * little_A = NULL;
_Complex float * little_A32 = NULL;
_Complex double * little_A_eo = NULL;
_Complex float * little_A_eo_32 = NULL;
int * block_idx;
int * block_evenidx;
int * block_oddidx;
static void (*boundary_D[8])(spinor * const r, spinor * const s, su3 *u) =
{boundary_D_0, boundary_D_1, boundary_D_2, boundary_D_3, boundary_D_4, boundary_D_5, boundary_D_6, boundary_D_7};
block * block_list = NULL;
static spinor * basis = NULL;
static su3 * u = NULL;
static su3_32 * u_32 = NULL;
const int spinpad = 1;
static int block_init = 0;
int dT, dX, dY, dZ; /* Block dimension */
inline int index_a(int t, int x, int y, int z){
/* Provides the absolute lexicographic index of (t, x, y, z)
Useful to walk over the blocks, maybe could be just g_ipt[t][x][y][z]
Claude Tadonki ([email protected])
*/
return ((t*LX + x)*LY + y)*(LZ) + z;
}
inline int index_b(int t, int x, int y, int z){
/* Provides the block lexicographic index of (t, x, y, z)
Useful to walk inside a block
Claude Tadonki ([email protected])
*/
return ((t*dX + x)*dY + y)*(dZ) + z;
}
inline int block_index(int t, int x, int y, int z){
/* Provides the lexicographic index of the block (t, x, y, z)
Useful to walk over the blocks
Claude Tadonki ([email protected])
*/
return ((t*nblks_x + x)*nblks_y + y)*(nblks_z) + z;
}
int init_blocks(const int nt, const int nx, const int ny, const int nz) {
int i,j;
double atime, etime;
/* Initialization of block-global variables for blocks */
atime = gettime();
nb_blocks = 1;
nblks_t = nt;
nblks_x = nx;
nblks_y = ny;
nblks_z = nz;
blk_gauge_eo = -1;
nblks_dir[0] = nblks_t;
nblks_dir[1] = nblks_x;
nblks_dir[2] = nblks_y;
nblks_dir[3] = nblks_z;
nb_blocks = nblks_t*nblks_x*nblks_y*nblks_z;
//if(nblks_t%2 == 1 || nblks_x%2 == 1 || nblks_y%2 == 1 || nblks_z%2 == 1 ) {
// fprintf(stderr, "no of blocks in all directions must be even! Aborting...\n");
if(nblks_z%2 == 1) {
fprintf(stderr, "no of MPI local blocks in z direction must be even! Aborting...\n");
exit(0);
}
dT = T/nblks_t;
dX = LX/nblks_x;
dY = LY/nblks_y;
dZ = LZ/nblks_z;
if(g_proc_id == 0 && g_debug_level > 0) {
printf("# Number of deflation blocks per MPI process = %d\n n_block_t = %d\n n_block_x = %d\n n_block_y = %d\n n_block_z = %d\n",
nb_blocks, nblks_t, nblks_x, nblks_y, nblks_z);
printf("# Block size: %d x %d x %d x %d\n", dT, dX, dY, dZ);
}
free_blocks();
block_init = 1;
block_list = calloc(nb_blocks, sizeof(block));
if((void*)(basis = (spinor*)aligned_malloc_zero((nb_blocks + 1) * g_N_s * (VOLUME/nb_blocks + spinpad)*sizeof(spinor))) == NULL) {
CALLOC_ERROR_CRASH;
}
if((void*)(u = (su3*)aligned_malloc_zero(8 * VOLUME * sizeof(su3))) == 0) {
CALLOC_ERROR_CRASH;
}
if((void*)(u_32 = (su3_32*)aligned_malloc_zero(8 * VOLUME * sizeof(su3_32))) == 0) {
CALLOC_ERROR_CRASH;
}
for(i = 0; i < nb_blocks; i++) {
block_list[i].basis = (spinor**)calloc(g_N_s, sizeof(spinor*));
}
block_list[0].basis[0] = basis;
block_list[0].u = u;
block_list[0].u_32 = u_32;
for(j = 1; j < nb_blocks; j++) {
block_list[j].basis[0] = block_list[j-1].basis[0] + g_N_s*((VOLUME/nb_blocks) + spinpad) ;
block_list[j].u = block_list[j-1].u + 8*(VOLUME/nb_blocks);
block_list[j].u_32 = block_list[j-1].u_32 + 8*(VOLUME/nb_blocks);
}
for(j = 0; j < nb_blocks; j++) {
for(i = 1 ; i < g_N_s ; i ++ ) {
block_list[j].basis[i] = block_list[j].basis[i-1] + (VOLUME/nb_blocks + spinpad);
}
}
if((void*)(block_ipt = (int****)calloc(T/nblks_t+2,sizeof(int*))) == NULL) return(5);
if((void*)(bipt__ = (int***)calloc ((T/nblks_t+2)*(LX/nblks_x+2), sizeof(int*))) == NULL) return(4);
if((void*)(bipt_ = (int**)calloc((T/nblks_t+2)*(LX/nblks_x+2)*(LY/nblks_y+2), sizeof(int*))) == NULL) return(3);
if((void*)(bipt = (int*)calloc((T/nblks_t+2)*(LX/nblks_x+2)*(LY/nblks_y+2)*(LZ/nblks_z+2), sizeof(int))) == NULL) return(8);
if((void*)(index_block_eo = (int*)calloc(nblks_t*nblks_x*nblks_y*nblks_z, sizeof(int))) == NULL) return(8);
bipt_[0] = bipt;
bipt__[0] = bipt_;
block_ipt[0] = bipt__;
for(i = 1; i < (T/nblks_t+2)*(LX/nblks_x+2)*(LY/nblks_y+2); i++) {
bipt_[i] = bipt_[i-1]+(LZ/nblks_z+2);
}
for(i = 1; i < (T/nblks_t+2)*(LX/nblks_x+2); i++) {
bipt__[i] = bipt__[i-1]+(LY/nblks_y+2);
}
for(i = 1; i < (T/nblks_t+2); i++) {
block_ipt[i] = block_ipt[i-1]+(LX/nblks_x+2);
}
for (i = 0; i < nb_blocks; ++i) {
block_list[i].id = i;
block_list[i].volume = VOLUME/nb_blocks;
block_list[i].BLX = LX/nblks_x;
block_list[i].BLY = LY/nblks_y;
block_list[i].BLZ = LZ/nblks_z;
block_list[i].BT = T/nblks_t;
block_list[i].ns = g_N_s;
block_list[i].spinpad = spinpad;
// block coordinate on the mpilocal processor
block_list[i].mpilocal_coordinate[0] = (i / (nblks_x * nblks_y * nblks_z));
block_list[i].mpilocal_coordinate[1] = (i / (nblks_y * nblks_z)) % nblks_x;
block_list[i].mpilocal_coordinate[2] = (i / (nblks_z)) % nblks_y;
block_list[i].mpilocal_coordinate[3] = i % nblks_z;
// global block coordinate
for(j = 0; j < 4; j++) {
block_list[i].coordinate[j] = nblks_dir[j] * g_proc_coords[j] + block_list[i].mpilocal_coordinate[j];
}
// even/odd id of block coordinate
// using the global coordinates here should allow for
// odd (MPI) local no of blocks
// -> of course the global number of blocks in each direction must be even.
// and at least the local no of blocks in z-direction must be even.
block_list[i].evenodd = (block_list[i].coordinate[0] + block_list[i].coordinate[1] +
block_list[i].coordinate[2] + block_list[i].coordinate[3]) % 2;
block_list[i].evenodd_id = block_list[i].id / 2;
if(block_list[i].evenodd) block_list[i].evenodd_id += nb_blocks/2;
/* block_list[i].evenodd = i % 2; */
if(g_proc_id == 0 && g_debug_level > 4) {
printf("# Block id %d even odd id %d coordinate (%d %d %d %d)\n",
i, block_list[i].evenodd, block_list[i].coordinate[0], block_list[i].coordinate[1],
block_list[i].coordinate[2], block_list[i].coordinate[3]);
}
for (j = 0; j < g_N_s; j++) {
// write a zero element at the end of every spinor
// this we need for boundary points, which we treat like this
_spinor_null(block_list[i].basis[j][VOLUME/nb_blocks]);
}
if ((void*)(block_list[i].little_dirac_operator = aligned_malloc_zero(9 * g_N_s * g_N_s * sizeof(_Complex double))) == NULL)
CALLOC_ERROR_CRASH;
if ((void*)(block_list[i].little_dirac_operator_32 = aligned_malloc_zero(9 * g_N_s * g_N_s * sizeof(_Complex float))) == NULL)
CALLOC_ERROR_CRASH;
if ((void*)(block_list[i].little_dirac_operator_eo = aligned_malloc_zero(9 * g_N_s * g_N_s * sizeof(_Complex double))) == NULL)
CALLOC_ERROR_CRASH;
if ((void*)(block_list[i].little_dirac_operator_eo_32 = aligned_malloc_zero(9 * g_N_s * g_N_s * sizeof(_Complex float))) == NULL)
CALLOC_ERROR_CRASH;
}
if ((void*)(block_idx = calloc(8 * (VOLUME/nb_blocks), sizeof(int))) == NULL)
CALLOC_ERROR_CRASH;
if ((void*)(block_evenidx = calloc(8 * (VOLUME/nb_blocks/2), sizeof(int))) == NULL)
CALLOC_ERROR_CRASH;
if ((void*)(block_oddidx = calloc(8 * (VOLUME/nb_blocks/2), sizeof(int))) == NULL)
CALLOC_ERROR_CRASH;
init_blocks_geometry();
init_blocks_gaugefield();
etime = gettime();
if(g_proc_id == 0 && g_debug_level > 0) {
printf("# time for block initialisation %e s\n", etime - atime);
fflush(stdout);
}
return 0;
}
int free_blocks() {
int i;
if(block_init == 1) {
for(i = 0; i < nb_blocks; ++i) {
free(block_list[i].basis);
aligned_free(block_list[i].little_dirac_operator);
aligned_free(block_list[i].little_dirac_operator_32);
aligned_free(block_list[i].little_dirac_operator_eo);
aligned_free(block_list[i].little_dirac_operator_eo_32);
}
free(block_ipt);
free(bipt__);
free(bipt_);
free(bipt);
free(index_block_eo);
free(block_idx);
free(block_evenidx);
free(block_oddidx);
aligned_free(u);
aligned_free(u_32);
aligned_free(basis);
free(block_list);
block_init = 0;
}
return 0;
}
int init_blocks_gaugefield() {
/*
Copies the existing gauge field on the processor into the separate blocks in a form
that is readable by the block Dirac operator. Specifically, in consecutive memory
now +t,-t,+x,-x,+y,-y,+z,-z gauge links are stored. This requires double the storage in
memory.
*/
int i, ix, ix_new = 0;
for(int t = 0; t < dT; t++) {
for(int x = 0; x < dX; x++) {
for(int y = 0; y < dY; y++) {
for(int z = 0; z < dZ; z++) {
i = 0;
for(int bt = 0; bt < nblks_t; bt ++) {
for(int bx = 0; bx < nblks_x; bx ++) {
for(int by = 0; by < nblks_y; by ++) {
for(int bz = 0; bz < nblks_z; bz ++) {
ix = g_ipt[t + bt*dT][x + bx*dX][y + by*dY][z + bz*dZ];
memcpy(block_list[i].u + ix_new, &g_gauge_field[ ix ][0], sizeof(su3));
memcpy(block_list[i].u + ix_new + 1, &g_gauge_field[ g_idn[ix][0] ][0], sizeof(su3));
memcpy(block_list[i].u + ix_new + 2, &g_gauge_field[ ix ][1], sizeof(su3));
memcpy(block_list[i].u + ix_new + 3, &g_gauge_field[ g_idn[ix][1] ][1], sizeof(su3));
memcpy(block_list[i].u + ix_new + 4, &g_gauge_field[ ix ][2], sizeof(su3));
memcpy(block_list[i].u + ix_new + 5, &g_gauge_field[ g_idn[ix][2] ][2], sizeof(su3));
memcpy(block_list[i].u + ix_new + 6, &g_gauge_field[ ix ][3], sizeof(su3));
memcpy(block_list[i].u + ix_new + 7, &g_gauge_field[ g_idn[ix][3] ][3], sizeof(su3));
i++;
}
}
}
}
ix_new += 8;
}
}
}
}
blk_gauge_eo = 0;
return(0);
}
int init_blocks_gaugefield_32() {
/*
Copies the existing gauge field on the processor into the separate blocks in a form
that is readable by the block Dirac operator. Specifically, in consecutive memory
now +t,-t,+x,-x,+y,-y,+z,-z gauge links are stored. This requires double the storage in
memory.
*/
int i, ix, ix_new = 0;
for(int t = 0; t < dT; t++) {
for(int x = 0; x < dX; x++) {
for(int y = 0; y < dY; y++) {
for(int z = 0; z < dZ; z++) {
i = 0;
for(int bt = 0; bt < nblks_t; bt ++) {
for(int bx = 0; bx < nblks_x; bx ++) {
for(int by = 0; by < nblks_y; by ++) {
for(int bz = 0; bz < nblks_z; bz ++) {
ix = g_ipt[t + bt*dT][x + bx*dX][y + by*dY][z + bz*dZ];
memcpy(block_list[i].u_32 + ix_new, &g_gauge_field_32[ ix ][0], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 1, &g_gauge_field_32[ g_idn[ix][0] ][0], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 2, &g_gauge_field_32[ ix ][1], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 3, &g_gauge_field_32[ g_idn[ix][1] ][1], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 4, &g_gauge_field_32[ ix ][2], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 5, &g_gauge_field_32[ g_idn[ix][2] ][2], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 6, &g_gauge_field_32[ ix ][3], sizeof(su3_32));
memcpy(block_list[i].u_32 + ix_new + 7, &g_gauge_field_32[ g_idn[ix][3] ][3], sizeof(su3_32));
i++;
}
}
}
}
ix_new += 8;
}
}
}
}
blk_gauge_eo = 0;
return(0);
}
int init_blocks_eo_gaugefield() {
/*
Copies the existing gauge field on the processor into the separate blocks in a form
that is readable by the block Hopping matrix. Specifically, in consecutive memory
now +t,-t,+x,-x,+y,-y,+z,-z gauge links are stored. This requires double the storage in
memory.
*/
int i, ix, ix_even = 0, ix_odd = (dT*dX*dY*dZ*8)/2, ixeo;
for (int t = 0; t < dT; t++) {
for (int x = 0; x < dX; x++) {
for (int y = 0; y < dY; y++) {
for (int z = 0; z < dZ; z++) {
if((t+x+y+z)%2 == 0) {
ixeo = ix_even;
ix_even += 8;
}
else {
ixeo = ix_odd;
ix_odd += 8;
}
i = 0;
for(int bt = 0; bt < nblks_t; bt ++) {
for(int bx = 0; bx < nblks_x; bx ++) {
for(int by = 0; by < nblks_y; by ++) {
for(int bz = 0; bz < nblks_z; bz ++) {
ix = g_ipt[t + bt*dT][x + bx*dX][y + by*dY][z + bz*dZ];
memcpy(block_list[i].u + ixeo, &g_gauge_field[ ix ][0], sizeof(su3));
memcpy(block_list[i].u + ixeo + 1, &g_gauge_field[ g_idn[ix][0] ][0], sizeof(su3));
memcpy(block_list[i].u + ixeo + 2, &g_gauge_field[ ix ][1], sizeof(su3));
memcpy(block_list[i].u + ixeo + 3, &g_gauge_field[ g_idn[ix][1] ][1], sizeof(su3));
memcpy(block_list[i].u + ixeo + 4, &g_gauge_field[ ix ][2], sizeof(su3));
memcpy(block_list[i].u + ixeo + 5, &g_gauge_field[ g_idn[ix][2] ][2], sizeof(su3));
memcpy(block_list[i].u + ixeo + 6, &g_gauge_field[ ix ][3], sizeof(su3));
memcpy(block_list[i].u + ixeo + 7, &g_gauge_field[ g_idn[ix][3] ][3], sizeof(su3));
i++;
}
}
}
}
}
}
}
}
blk_gauge_eo = 1;
return(0);
}
int init_blocks_eo_gaugefield_32() {
/*
Copies the existing gauge field on the processor into the separate blocks in a form
that is readable by the block Hopping matrix. Specifically, in consecutive memory
now +t,-t,+x,-x,+y,-y,+z,-z gauge links are stored. This requires double the storage in
memory.
*/
int i, ix, ix_even = 0, ix_odd = (dT*dX*dY*dZ*8)/2, ixeo;
for(int t = 0; t < dT; t++) {
for(int x = 0; x < dX; x++) {
for(int y = 0; y < dY; y++) {
for(int z = 0; z < dZ; z++) {
if((t+x+y+z)%2 == 0) {
ixeo = ix_even;
ix_even += 8;
}
else {
ixeo = ix_odd;
ix_odd += 8;
}
i = 0;
for(int bt = 0; bt < nblks_t; bt ++) {
for(int bx = 0; bx < nblks_x; bx ++) {
for(int by = 0; by < nblks_y; by ++) {
for(int bz = 0; bz < nblks_z; bz ++) {
ix = g_ipt[t + bt*dT][x + bx*dX][y + by*dY][z + bz*dZ];
memcpy(block_list[i].u_32 + ixeo, &g_gauge_field_32[ ix ][0], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 1, &g_gauge_field_32[ g_idn[ix][0] ][0], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 2, &g_gauge_field_32[ ix ][1], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 3, &g_gauge_field_32[ g_idn[ix][1] ][1], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 4, &g_gauge_field_32[ ix ][2], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 5, &g_gauge_field_32[ g_idn[ix][2] ][2], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 6, &g_gauge_field_32[ ix ][3], sizeof(su3_32));
memcpy(block_list[i].u_32 + ixeo + 7, &g_gauge_field_32[ g_idn[ix][3] ][3], sizeof(su3_32));
i++;
}
}
}
}
}
}
}
}
blk_gauge_eo = 1;
return(0);
}
int check_blocks_geometry(block * blk) {
int i, k=0, x, y, z, t;
int * itest;
int * ipt;
ipt = blk->idx;
itest = (int*)calloc(blk->volume + blk->spinpad, sizeof(int));
for(i = 0; i < 8*blk->volume; i++) {
if(*ipt > blk->volume + blk->spinpad-1 || *ipt < 0) {
if(g_proc_id == 0) {
printf("error in block geometry! ipt = %d dir = %d i = %d of %d\n",
(*ipt), i%8, i/8, blk->volume + blk->spinpad);
}
}
itest[*(ipt++)]++;
}
for(i = 0; i < blk->volume; i++) {
k += itest[i];
if(itest[i] < 1 || itest[i] > 8) {
if(g_proc_id == 0) {
printf("error in block geometry, itest[%d] = %d\n", i, itest[i]);
}
}
}
if(itest[blk->volume + blk->spinpad-1] != 2*(blk->BLX*blk->BLY*blk->BLZ+blk->BT*blk->BLX*blk->BLY+blk->BT*blk->BLY*blk->BLZ+blk->BT*blk->BLX*blk->BLZ)) {
if(g_proc_id == 0){
printf("error in block geometry, boundary points wrong %d != %d\n",
itest[blk->volume + blk->spinpad-1], 2*(blk->BLX*blk->BLY*blk->BLZ+blk->BT*blk->BLX*blk->BLY+blk->BT*blk->BLY*blk->BLZ+blk->BT*blk->BLX*blk->BLZ));
}
}
k+= itest[blk->volume + blk->spinpad-1];
if(k != 8*blk->volume) {
if(g_proc_id == 0){
printf("error in block geometry, total number of points wrong %d != %d\n",
k, 8*blk->volume);
}
}
ipt = blk->idx;
for(t = 0; t < T/nblks_t; t++) {
for(x = 0; x < LX/nblks_x; x++) {
for(y = 0; y < LY/nblks_y; y++) {
for(z = 0; z < LZ/nblks_z; z++) {
i = block_ipt[t][x][y][z];
if(t != T/nblks_t-1) {
if(*ipt != block_ipt[t+1][x][y][z] && g_proc_id == 0)
printf("Shit +t! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t+1][x][y][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit +t! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(t != 0) {
if(*ipt != block_ipt[t-1][x][y][z] && g_proc_id == 0)
printf("Shit -t! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t+1][x][y][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit -t! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(x != LX/nblks_x-1) {
if(*ipt != block_ipt[t][x+1][y][z] && g_proc_id == 0)
printf("Shit +x! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x+1][y][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit +x! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(x != 0) {
if(*ipt != block_ipt[t][x-1][y][z] && g_proc_id == 0)
printf("Shit -x! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x-1][y][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit -x! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(y != LY/nblks_y-1) {
if(*ipt != block_ipt[t][x][y+1][z] && g_proc_id == 0)
printf("Shit +y! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y+1][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit +y! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(y != 0) {
if(*ipt != block_ipt[t][x][y-1][z] && g_proc_id == 0)
printf("Shit -y! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y-1][z], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit -y! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(z != LZ/nblks_z-1) {
if(*ipt != block_ipt[t][x][y][z+1] && g_proc_id == 0)
printf("Shit +z! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y][z+1], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit +z! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(z != 0) {
if(*ipt != block_ipt[t][x][y][z-1] && g_proc_id == 0)
printf("Shit -z! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y][z-1], i);
}
else if(*ipt != VOLUME/nb_blocks)
printf("Shit -z! %d %d %d %d %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
}
}
}
}
if(g_proc_id == 0 && g_debug_level > 4) {
printf("# block geometry checked successfully for block %d !\n", blk->id);
}
for(i = 0; i < blk->volume; i++) {
itest[i] = 0;
}
ipt = blk->evenidx;
for(i = 0; i < 8*blk->volume/2; i++) {
if(*ipt > (blk->volume/2 + blk->spinpad)-1 || *ipt < 0) {
if(g_proc_id == 0) {
printf("error in block eo geometry! ipt = %d dir = %d i = %d of %d\n",
(*ipt), i%8, i/8, (blk->volume/2 + blk->spinpad));
}
}
itest[*(ipt++)]++;
}
k = 0;
for(i = 0; i < blk->volume/2; i++) {
k += itest[i];
if(itest[i] < 1 || itest[i] > 8) {
if(g_proc_id == 0) {
printf("error in block eo geometry, itest[%d] = %d\n", i, itest[i]);
}
}
}
k += itest[blk->volume/2 + blk->spinpad-1];
if(k != 8*blk->volume/2) {
if(g_proc_id == 0) {
printf("error in block eo geometry, total number of points wrong %d != %d\n",
k, 8*blk->volume/2);
}
}
ipt = blk->evenidx;
for(t = 0; t < T/nblks_t; t++) {
for(x = 0; x < LX/nblks_x; x++) {
for(y = 0; y < LY/nblks_y; y++) {
for(z = 0; z < LZ/nblks_z; z++) {
if((x + y + z + t)%2 == 0) {
i = block_ipt[t][x][y][z]/2;
if(t != T/nblks_t-1) {
if(*ipt != block_ipt[t+1][x][y][z]/2 && g_proc_id == 0)
printf("Shit +t! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t+1][x][y][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit +t! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(t != 0) {
if(*ipt != block_ipt[t-1][x][y][z]/2 && g_proc_id == 0)
printf("Shit -t! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t+1][x][y][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit -t! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(x != LX/nblks_x-1) {
if(*ipt != block_ipt[t][x+1][y][z]/2 && g_proc_id == 0)
printf("Shit +x! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x+1][y][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit +x! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(x != 0) {
if(*ipt != block_ipt[t][x-1][y][z]/2 && g_proc_id == 0)
printf("Shit -x! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x-1][y][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit -x! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks, i);
ipt++;
if(y != LY/nblks_y-1) {
if(*ipt != block_ipt[t][x][y+1][z]/2 && g_proc_id == 0)
printf("Shit +y! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y+1][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit +y! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(y != 0) {
if(*ipt != block_ipt[t][x][y-1][z]/2 && g_proc_id == 0)
printf("Shit -y! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y-1][z]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit -y! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(z != LZ/nblks_z-1) {
if(*ipt != block_ipt[t][x][y][z+1]/2 && g_proc_id == 0)
printf("Shit +z! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y][z+1]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit +z! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
if(z != 0) {
if(*ipt != block_ipt[t][x][y][z-1]/2 && g_proc_id == 0)
printf("Shit -z! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, block_ipt[t][x][y][z-1]/2, i);
}
else if(*ipt != VOLUME/nb_blocks/2)
printf("Shit -z! (%d %d %d %d): %d != %d at %d\n",
t, x, y, z, *ipt, VOLUME/nb_blocks/2, i);
ipt++;
}
}
}
}
}
if(g_proc_id == 0 && g_debug_level > 4) {
printf("# block eo geometry checked successfully for block %d !\n", blk->id);
}
free(itest);
return(0);
}
int init_blocks_geometry() {
int i_even, i_odd;
int zstride = 1;
int ystride = dZ;
int xstride = dY * dZ;
int tstride = dX * dY * dZ;
int boundidx = VOLUME/nb_blocks;
for (int ix = 0; ix < VOLUME/nb_blocks; ++ix) {
block_idx[8 * ix + 0] = ix >= VOLUME/nb_blocks - tstride ? boundidx : ix + tstride;/* +t */
block_idx[8 * ix + 1] = ix < tstride ? boundidx : ix - tstride;/* -t */
block_idx[8 * ix + 2] = ix % tstride >= dZ * dY * (dX - 1) ? boundidx : ix + xstride;/* +x */
block_idx[8 * ix + 3] = ix % tstride < dZ * dY ? boundidx : ix - xstride;/* -x */
block_idx[8 * ix + 4] = ix % xstride >= dZ * (dY - 1) ? boundidx : ix + ystride;/* +y */
block_idx[8 * ix + 5] = ix % xstride < dZ ? boundidx : ix - ystride;/* -y */
block_idx[8 * ix + 6] = ix % ystride == dZ - 1 ? boundidx : ix + zstride;/* +z */
block_idx[8 * ix + 7] = ix % ystride == 0 ? boundidx : ix - zstride;/* -z */
/* Assume that all directions have even extension */
/* even and odd versions should be equal */
int eo = ((ix%dZ)+(ix/ystride)%dY+(ix/(xstride))%dX
+ix/(tstride))%2;
if(eo == 0) {
block_evenidx[8*(ix/2) + 0] = block_idx[8 * ix + 0] / 2;
block_evenidx[8*(ix/2) + 1] = block_idx[8 * ix + 1] / 2;
block_evenidx[8*(ix/2) + 2] = block_idx[8 * ix + 2] / 2;
block_evenidx[8*(ix/2) + 3] = block_idx[8 * ix + 3] / 2;
block_evenidx[8*(ix/2) + 4] = block_idx[8 * ix + 4] / 2;
block_evenidx[8*(ix/2) + 5] = block_idx[8 * ix + 5] / 2;
block_evenidx[8*(ix/2) + 6] = block_idx[8 * ix + 6] / 2;
block_evenidx[8*(ix/2) + 7] = block_idx[8 * ix + 7] / 2;
}
else {
block_oddidx[8*(ix/2) + 0] = block_idx[8 * ix + 0] / 2;
block_oddidx[8*(ix/2) + 1] = block_idx[8 * ix + 1] / 2;
block_oddidx[8*(ix/2) + 2] = block_idx[8 * ix + 2] / 2;
block_oddidx[8*(ix/2) + 3] = block_idx[8 * ix + 3] / 2;
block_oddidx[8*(ix/2) + 4] = block_idx[8 * ix + 4] / 2;
block_oddidx[8*(ix/2) + 5] = block_idx[8 * ix + 5] / 2;
block_oddidx[8*(ix/2) + 6] = block_idx[8 * ix + 6] / 2;
block_oddidx[8*(ix/2) + 7] = block_idx[8 * ix + 7] / 2;
}
}
for(int i = 0; i < nb_blocks; i++) {
block_list[i].idx = block_idx;
block_list[i].evenidx = block_evenidx;
block_list[i].oddidx = block_oddidx;
}
int ix = 0;
for(int t = 0; t < dT; t++) {
for(int x = 0; x < dX; x++) {
for(int y = 0; y < dY; y++) {
for(int z = 0; z < dZ; z++) {
block_ipt[t][x][y][z] = ix;
ix++;
}
}
}
}
i_even = 0;
i_odd = 0;
for (int t = 0; t < nblks_t; t++) {
for (int x = 0; x < nblks_x; x++) {
for (int y = 0; y < nblks_y; y++) {
for (int z = 0; z < nblks_z; z++) {
ix = block_index(t,x,y,z);
if (block_list[ix].evenodd == 0) {
index_block_eo[ix] = i_even;
i_even++;
}
else {
index_block_eo[ix] = i_odd;
i_odd++;
}
}
}
}
}
for(int ix = 0; ix < nb_blocks; ix++) {
zstride = check_blocks_geometry(&block_list[ix]);
}
return 0;
}
/* Uses a Modified Gram-Schmidt algorithm to orthonormalize little basis vectors */
void block_orthonormalize(block *parent) {
int i, j;
_Complex double coeff;
double scale;
for(i = 0; i < g_N_s; ++i){
/* rescale the current vector */
scale = 1. / sqrt(square_norm(parent->basis[i], parent->volume, 0));
mul_r(parent->basis[i], scale, parent->basis[i], parent->volume);
/* rescaling done, now subtract this direction from all vectors that follow */
for(j = i + 1; j < g_N_s; ++j){
coeff = scalar_prod(parent->basis[i], parent->basis[j], parent->volume, 0);
assign_diff_mul(parent->basis[j], parent->basis[i], coeff, parent->volume);
}
}
if(g_debug_level > 4) {
for(i = 0; i < g_N_s; i++) {
for(j = 0; j < g_N_s; j++) {
coeff = scalar_prod(parent->basis[i], parent->basis[j], parent->volume, 0);
if(g_proc_id == 0) printf("basis id = %d <%d, %d> = %1.3e +i %1.3e\n", parent->id, j, i, creal(coeff), cimag(coeff));
}
}
}
return;
}
void block_orthonormalize_free(block *parent) {
int i, j;
_Complex double coeff;
double scale;
for(i = 0; i < 12; i++){ // CHECK THIS !!!!!! 12
/* rescale the current vector */
constant_spinor_field(parent->basis[i], i, parent->volume);
scale = 1. / sqrt(square_norm(parent->basis[i], parent->volume, 0));
mul_r(parent->basis[i], scale, parent->basis[i], parent->volume);
}
if(g_debug_level > 4 && g_proc_id == 0) {
for(i = 0; i < g_N_s; i++) {
for(j = 0; j < g_N_s; j++) {
coeff = scalar_prod(parent->basis[i], parent->basis[j], parent->volume, 0);
if(g_proc_id == 0) printf("basis id = %d <%d, %d> = %1.3e +i %1.3e\n", parent->id, j, i, creal(coeff), cimag(coeff));
}
}
}
return;
}
/* the following 2 functions are reference functions for computing little_d */
/* but much slower than block_compute_little_D_diagonal and */
/* block_compute_little_D_offdiagonal */
void block_contract_basis(int const idx, int const vecnum, int const dir, spinor * const psi){
int l;
for(l = 0; l < g_N_s; ++l) {
block_list[idx].little_dirac_operator[dir * g_N_s * g_N_s + vecnum * g_N_s + l] =
scalar_prod(block_list[idx].basis[l], psi + idx * (VOLUME/nb_blocks+1), VOLUME/nb_blocks, 0);
}
}
/* checked CU */
void compute_little_D_diagonal(const int mul_g5) {
int i,j, blk;
spinor * tmp, * _tmp;
_Complex double * M;
_tmp = calloc( block_list[0].volume + block_list[0].spinpad + 1, sizeof(spinor));
#if ( defined SSE || defined SSE2 || defined SSE3)
tmp = (spinor*)(((unsigned long int)(_tmp)+ALIGN_BASE)&~ALIGN_BASE);
#else
tmp = _tmp;
#endif
for(blk = 0; blk < nb_blocks; blk++) {
M = block_list[blk].little_dirac_operator;
for(i = 0; i < g_N_s; i++) {
Block_D_psi(&block_list[blk], tmp, block_list[blk].basis[i]);
if(mul_g5) gamma5(tmp, tmp, block_list[blk].volume);
for(j = 0; j < g_N_s; j++) {
M[i * g_N_s + j] = scalar_prod(block_list[blk].basis[j], tmp, block_list[blk].volume, 0);
block_list[blk].little_dirac_operator_32[i*g_N_s + j] = (_Complex float)M[i * g_N_s + j];
}
}
}
if(g_debug_level > 2) {
if (g_N_s <= 5 && !g_cart_id){
printf("\n\n *** CHECKING LITTLE D ***\n");
printf("\n ** node 0, lower block **\n");
for (i = 0*g_N_s; i < 9 * g_N_s; ++i){
printf(" [ ");
for (j = 0; j < g_N_s; ++j){
printf("%s%1.3e %s %1.3e i", creal(block_list[0].little_dirac_operator[i * g_N_s + j]) >= 0 ? " " : "- ",
creal(block_list[0].little_dirac_operator[i * g_N_s + j]) >= 0 ? creal(block_list[0].little_dirac_operator[i * g_N_s + j]) : -creal(block_list[0].little_dirac_operator[i * g_N_s + j]),
cimag(block_list[0].little_dirac_operator[i * g_N_s + j]) >= 0 ? "+" : "-",
cimag(block_list[0].little_dirac_operator[i * g_N_s + j]) >= 0 ? cimag(block_list[0].little_dirac_operator[i * g_N_s + j]) : -cimag(block_list[0].little_dirac_operator[i * g_N_s + j]));
if (j != g_N_s - 1){
printf(",\t");
}
}
printf(" ]\n");
if ((i % g_N_s) == (g_N_s - 1))
printf("\n");
}
printf("\n\n *** CHECKING LITTLE D ***\n");
printf("\n ** node 0, upper block **\n");
for (i = 0*g_N_s; i < 9 * g_N_s; ++i){
printf(" [ ");
for (j = 0; j < g_N_s; ++j){
printf("%s%1.3e %s %1.3e i", creal(block_list[1].little_dirac_operator[i * g_N_s + j]) >= 0 ? " " : "- ",
creal(block_list[1].little_dirac_operator[i * g_N_s + j]) >= 0 ? creal(block_list[1].little_dirac_operator[i * g_N_s + j]) : -creal(block_list[1].little_dirac_operator[i * g_N_s + j]),
cimag(block_list[1].little_dirac_operator[i * g_N_s + j]) >= 0 ? "+" : "-",
cimag(block_list[1].little_dirac_operator[i * g_N_s + j]) >= 0 ? cimag(block_list[1].little_dirac_operator[i * g_N_s + j]) : -cimag(block_list[1].little_dirac_operator[i * g_N_s + j]));
if (j != g_N_s - 1){
printf(",\t");
}
}
printf(" ]\n");
if ((i % g_N_s) == (g_N_s - 1))
printf("\n");
}
}
}
free(_tmp);
return;
}
/* checked CU in 4d parallel case */
void compute_little_D(const int mul_g5) {
/*
This is the little dirac routine rewritten according to multidimensional blocking
Adaptation by Claude Tadonki ([email protected])
Date: May 2010
*/
spinor *scratch, *temp, *_scratch;
int mu=0;
double atime, etime;
// the block volume
int bvol = block_list[1].volume;
int t_start, t_end, x_start, x_end, y_start, y_end, z_start, z_end;
//_Complex double c;
//int count=0;
int is_up = 0;
int dT, dX, dY, dZ;
double musave = g_mu;
double kappasave = g_kappa;
if(kappa_dfl > 0) {
g_kappa = kappa_dflgen;
}
if(mu_dfl > -10) {
g_mu = mu_dfl;
if(g_mu*musave < 0) g_mu *= -1.;
}
boundary(g_kappa);
dT = T/nblks_t;
dX = LX/nblks_x;
dY = LY/nblks_y;
dZ = LZ/nblks_z;
if(g_proc_id == 0 && g_debug_level > 1) {
printf("# compute_little_D called with mul_g5 = %d\n", mul_g5);
printf("# compute_little_D parameters mu= %.12f, kappa= %.12f\n", g_mu/2./g_kappa, g_kappa);
}
/* for a full spinor field we need VOLUMEPLUSRAND */
/* because we use the same geometry as for the */
/* gauge field */
/* It is VOLUME + 2*LZ*(LY*LX + T*LY + T*LX) + 4*LZ*(LY + T + LX) */
if( (_scratch = calloc(2*VOLUMEPLUSRAND+1, sizeof(spinor))) == NULL) {
fprintf(stderr, "not enough memory for scratch in compute_little_D! Aborting...\n");
exit(-1);
}
scratch = (spinor*)(((unsigned long int)(_scratch)+ALIGN_BASE)&~ALIGN_BASE);
// not needed?
temp = scratch + VOLUMEPLUSRAND;
// NEEDs TO BE REWRITTEN
atime = gettime();
#ifdef TM_USE_OMP
#pragma omp parallel
{
#endif
spinor * bscratch;
_Complex double * M;
#ifdef TM_USE_OMP
#pragma omp for