void saveRBC( matrix *R, rep *ri, char *filename ){
size_t i;
unint nr = R->r;
FILE *fp = fopen(filename, "wb");
if( !fp ){
fprintf(stderr, "unable to open output file\n");
exit(1);
}
safeWrite( &nr, sizeof(unint), 1, fp );
for( i=0; i<nr; i++ ){
unint len = ri[i].len;
safeWrite( &len, sizeof(unint), 1, fp );
safeWrite( ri[i].lr, sizeof(unint), len, fp );
safeWrite( ri[i].dists, sizeof(real), len, fp );
safeWrite( &(ri[i].start), sizeof(unint), 1, fp );
safeWrite( &(ri[i].radius), sizeof(real), 1, fp );
}
safeWrite( &(R->r), sizeof(unint), 1, fp );
safeWrite( &(R->c), sizeof(unint), 1, fp );
safeWrite( R->mat, sizeof(real), sizeOfMat(*R), fp );
fclose(fp);
}
//note: allocates R, ri
void loadRBC( matrix *R, rep **ri, char* filename ){
size_t i;
unint nr, len, plen;
FILE *fp = fopen(filename, "rb");
if( !fp ){
fprintf(stderr, "unable to open output file\n");
exit(1);
}
safeRead( &nr, sizeof(unint), 1, fp );
(*ri) = (rep*)calloc( CPAD(nr), sizeof(rep) );
for( i=0; i<nr; i++ ){
safeRead( &len, sizeof(unint), 1, fp );
plen = CPAD( len );
(*ri)[i].lr = (unint*)calloc( plen, sizeof(unint) );
(*ri)[i].dists = (real*)calloc( plen, sizeof(real) );
(*ri)[i].len = len;
safeRead( (*ri)[i].lr, sizeof(unint), len, fp );
safeRead( (*ri)[i].dists, sizeof(real), len, fp );
safeRead( &((*ri)[i].start), sizeof(unint), 1, fp );
safeRead( &((*ri)[i].radius), sizeof(real), 1, fp );
}
unint r,c;
safeRead( &r, sizeof(unint), 1, fp );
safeRead( &c, sizeof(unint), 1, fp );
initMat( R, r, c );
R->mat = (real*)calloc( sizeOfMat(*R), sizeof(real) );
safeRead( R->mat, sizeof(real), sizeOfMat(*R), fp );
fclose(fp);
}
//Builds the RBC for the One-shot (inexact) method.
//Note: allocates memory for r and ri that must be freed
//externally. Use freeRBC.
void buildOneShot(matrix x, matrix *r, rep *ri, unint numReps){
unint s = numReps; //number of points per rep. Set equal to numReps
//as suggested by theory.
unint ps = CPAD(s);
unint i, j;
if( numReps > x.r ){
fprintf( stderr, "number of representatives must be less than the DB size\n");
exit(1);
}
initMat( r, numReps, x.c );
r->mat = (real*)calloc( sizeOfMat(*r), sizeof(*r->mat));
//pick r random reps
pickReps(x,r);
//Compute the ownership lists
unint **repID = (unint**)calloc(r->pr, sizeof(*repID));
real **dToNNs = (real**)calloc(r->pr, sizeof(*dToNNs));
for( i=0; i<r->pr; i++){
repID[i] = (unint*)calloc(CPAD(ps), sizeof(**repID));
dToNNs[i] = (real*)calloc(CPAD(ps), sizeof(**dToNNs));
}
//need to find the radius such that each rep contains s points
bruteKHeap(x,*r,repID,dToNNs,s);
for( i=0; i<r->pr; i++){
ri[i].lr = (unint*)calloc(ps, sizeof(*ri[i].lr));
ri[i].dists = (real*)calloc(ps, sizeof(*ri[i].dists));
ri[i].len = s;
for (j=0; j<s; j++){
ri[i].lr[j] = repID[i][j];
}
//ri[i].radius = distVec( *r, x, i, ri[i].lr[s-1]); //Not actually needed by one-shot alg
}
for( i=0; i<r->pr; i++){
free(dToNNs[i]);
free(repID[i]);
}
free(dToNNs);
free(repID);
}
//Builds the RBC for exact (1- or K-) NN search.
//Note: allocates memory for r and ri that must be freed
//externally. Use freeRBC.
void buildExact(matrix x, matrix *r, rep *ri, unint numReps){
unint n = x.r;
unint i, j;
unint longestLength = 0;
if( numReps > n ){
fprintf( stderr, "number of representatives must be less than the DB size\n");
exit(1);
}
initMat(r, numReps, x.c);
r->mat = (real*)calloc( sizeOfMat(*r), sizeof(*r->mat) );
//pick r random reps
pickReps(x,r);
//Compute the rep for each x
unint *repID = (unint*)calloc(x.pr, sizeof(*repID));
real *dToReps = (real*)calloc(x.pr, sizeof(*dToReps));
brutePar(*r,x,repID,dToReps);
//gather the rep info & store it in struct
for(i=0; i<numReps; i++){
ri[i].len = 0;
ri[i].radius = 0;
}
for(i=0; i<n; i++){
ri[repID[i]].radius = MAX( dToReps[i], ri[repID[i]].radius );
ri[repID[i]].len++;
}
unint **tempI = (unint**)calloc(numReps, sizeof(*tempI));
real **tempD = (real**)calloc(numReps, sizeof(*tempD));
for(i=0; i<numReps; i++){
tempI[i] = (unint*)calloc(ri[i].len, sizeof(**tempI));
tempD[i] = (real*)calloc(ri[i].len, sizeof(**tempD));
ri[i].lr = (unint*)calloc(ri[i].len, sizeof(*ri[i].lr));
ri[i].dists = (real*)calloc(ri[i].len, sizeof(*ri[i].dists));
longestLength = MAX( longestLength, ri[i].len );
}
unint *tempCount = (unint*)calloc(numReps, sizeof(*tempCount));
for(i=0; i<n; i++){
tempI[repID[i]][tempCount[repID[i]]] = i;
tempD[repID[i]][tempCount[repID[i]]++] = dToReps[i];
}
//this stores the owned points in order of distance to the
//representative. This ordering is not currently necc. for the search
//algorithm, but might be used in the future.
size_t *p = (size_t*)calloc(longestLength, sizeof(*p));
for(i=0; i<numReps; i++){
gsl_sort_float_index( p, tempD[i], 1, ri[i].len );
for(j=0; j<ri[i].len; j++){
ri[i].dists[j] = tempD[i][p[j]];
ri[i].lr[j] = tempI[i][p[j]];
}
}
free(p);
for(i=0;i<numReps; i++){
free(tempI[i]);
free(tempD[i]);
}
free(tempI);
free(tempD);
free(tempCount);
free(dToReps);
free(repID);
}
int main(int argc, char**argv){
matrix x, q;
unint i;
struct timeval tvB,tvE;
printf("********************************\n");
printf("RANDOM BALL COVER -- CPU version\n");
printf("********************************\n");
parseInput(argc,argv);
int threadMax = omp_get_max_threads();
printf("number of threads = %d \n",threadMax);
initMat( &x, n, d );
initMat( &q, m, d );
x.mat = (real*)calloc( sizeOfMat(x), sizeof(*(x.mat)) );
q.mat = (real*)calloc( sizeOfMat(q), sizeof(*(q.mat)) );
if( !x.mat || !q.mat ){
fprintf(stderr, "memory allocation failure .. exiting \n");
exit(1);
}
// Read data:
if(dataFileXtxt)
readDataText(dataFileXtxt, x);
else
readData(dataFileX, x);
if(dataFileQtxt)
readDataText(dataFileQtxt, q);
else
readData(dataFileQ, q);
unint **NNs = (unint**)calloc( m, sizeof(*NNs) ); //indices of NNs
real **dNNs = (real**)calloc( m, sizeof(*dNNs) ); //dists to NNs
for(i=0;i<m; i++){
NNs[i] = (unint*)calloc(K, sizeof(**NNs));
dNNs[i] = (real*)calloc(K, sizeof(**dNNs) );
}
matrix rE; //matrix of representatives
rep *riE = (rep*)calloc( CPAD(numReps), sizeof(*riE) ); //data struct for RBC
// ******** builds the RBC
gettimeofday(&tvB,NULL);
buildExact(x, &rE, riE, numReps);
gettimeofday(&tvE,NULL);
double buildTime = timeDiff(tvB,tvE);
printf("exact build time elapsed = %6.4f \n", buildTime );
// ******** queries the RBC
gettimeofday(&tvB,NULL);
if( threadMax<8 )
searchExactK(q, x, rE, riE, NNs, dNNs, K);
else
searchExactManyCoresK(q, x, rE, riE, NNs, dNNs, K);
gettimeofday(&tvE,NULL);
double searchTime = timeDiff(tvB,tvE);
printf("exact k-nn search time elapsed = %6.4f \n", searchTime );
// ******** runs brute force search.
if(runBrute){
printf("running brute force search..\n");
unint **NNsBrute = (unint**)calloc( m, sizeof(*NNsBrute) );
real **dToNNsBrute = (real**)calloc( m, sizeof(*dToNNsBrute) );;
for(i=0; i<m; i++){
NNsBrute[i] = (unint*)calloc( K, sizeof(**NNsBrute) );
dToNNsBrute[i] = (real*)calloc( K, sizeof(**dToNNsBrute) );
}
gettimeofday(&tvB,NULL);
bruteK(x,q,NNsBrute,dToNNsBrute,K);
gettimeofday(&tvE,NULL);
double bruteTime = timeDiff(tvB,tvE);
printf("brute time elapsed = %6.4f \n", bruteTime );
free(NNsBrute);
free(dToNNsBrute);
}
if( outFile || outFiletxt )
writeNeighbs( outFile, outFiletxt, NNs, dNNs );
//clean up
freeRBC( rE, riE );
for(i=0;i<m; i++){
free(NNs[i]); free(dNNs[i]);
}
free(NNs); free(dNNs);
free(x.mat);
free(q.mat);
return 0;
}
int main(int argc, char**argv){
matrix x, q;
unint i;
struct timeval tvB,tvE;
printf("********************************\n");
printf("RANDOM BALL COVER -- CPU version\n");
printf("********************************\n");
parseInput(argc,argv);
int threadMax = omp_get_max_threads();
printf("number of threads = %d \n",threadMax);
initMat( &x, n, d );
initMat( &q, m, d );
x.mat = (real*)calloc( sizeOfMat(x), sizeof(*(x.mat)) );
q.mat = (real*)calloc( sizeOfMat(q), sizeof(*(q.mat)) );
if( !x.mat || !q.mat ){
fprintf(stderr, "memory allocation failure .. exiting \n");
exit(1);
}
// Read data:
if(dataFileXtxt)
readDataText(dataFileXtxt, x);
else
readData(dataFileX, x);
if(dataFileQtxt)
readDataText(dataFileQtxt, q);
else
readData(dataFileQ, q);
unint **NNs = (unint**)calloc( m, sizeof(*NNs) ); //indices of NNs
real **dNNs = (real**)calloc( m, sizeof(*dNNs) ); //dists to NNs
for(i=0;i<m; i++){
NNs[i] = (unint*)calloc(K, sizeof(**NNs));
dNNs[i] = (real*)calloc(K, sizeof(**dNNs) );
}
matrix r; //matrix of representatives
rep *ri = (rep*)calloc( CPAD(numReps), sizeof(*ri) ); //data struct for RBC
// ******** builds the RBC
gettimeofday(&tvB,NULL);
buildOneShot(x, &r, ri, numReps);
gettimeofday(&tvE,NULL);
double buildTime = timeDiff(tvB,tvE);
printf("one-shot build time elapsed = %6.4f \n", buildTime );
// ******** queries the RBC
gettimeofday(&tvB,NULL);
searchOneShotK(q, x, r, ri, NNs, dNNs, K);
gettimeofday(&tvE,NULL);
double searchTime = timeDiff(tvB,tvE);
printf("one-shot k-nn search time elapsed = %6.4f \n", searchTime );
if( runEval )
evalApproxK(q, x, NNs, K);
// ******** runs brute force search.
if(runBrute){
printf("running brute force search..\n");
unint **NNsBrute = (unint**)calloc( m, sizeof(*NNsBrute) );
real **dToNNsBrute = (real**)calloc( m, sizeof(*dToNNsBrute) );;
for(i=0; i<m; i++){
NNsBrute[i] = (unint*)calloc( K, sizeof(**NNsBrute) );
dToNNsBrute[i] = (real*)calloc( K, sizeof(**dToNNsBrute) );
}
gettimeofday(&tvB,NULL);
bruteK(x,q,NNsBrute,dToNNsBrute,K);
gettimeofday(&tvE,NULL);
double bruteTime = timeDiff(tvB,tvE);
printf("brute time elapsed = %6.4f \n", bruteTime );
free(NNsBrute);
free(dToNNsBrute);
}
if( outFile || outFiletxt )
writeNeighbs( outFile, outFiletxt, NNs, dNNs );
//try out reading/writing functions
/* printf("writing .. \n"); fflush(NULL); */
/* char filename[100] = "tempOut.bin"; \ */
/* saveRBC( &r, ri, filename ); */
/* printf("done \n"); fflush(NULL); */
/* freeRBC( r, ri ); */
/* printf("loading ..\n"); fflush(NULL); */
/* loadRBC( &r, &ri, filename ); */
/* printf("done \n"); fflush(NULL); */
/* printf("R = %d, %d \n", r.r, r.c ); */
/* gettimeofday(&tvB,NULL); */
/* searchOneShotK(q, x, r, ri, NNs, dNNs, K); */
/* gettimeofday(&tvE,NULL); */
/* searchTime = timeDiff(tvB,tvE); */
/* printf("one-shot k-nn search time elapsed = %6.4f \n", searchTime ); */
/* evalApproxK(q, x, NNs, K); */
//clean up
freeRBC( r, ri );
for(i=0;i<m; i++){
free(NNs[i]); free(dNNs[i]);
}
free(NNs); free(dNNs);
free(x.mat);
free(q.mat);
return 0;
}