예제 #1
0
void sort_parallel(int a[], int first, int last, int threads) {
	if (threads <= 1 || (last - first) <= 100) {
		sort_serial(a, first, last);
	} else {
		int middle = first + (last - first) / 2;
		#pragma omp parallel sections
		{
			#pragma omp section
			sort_parallel(a, first, middle, threads / 2 + 1);

			#pragma omp section
			sort_parallel(a, middle, last, threads / 2 + 1);
		}
		merge(a, first, middle, last);
	}
}
예제 #2
0
int main(int argc, char **argv) {
	FILE *f = fopen(INPUT_FILE, "r");
	if (f == NULL) {
		printf("Failed to open input file: %s\n", strerror(errno));
		goto exit;
	}

	int size = 0;
	while (!feof(f)) {
		if (size > MAX_SIZE) {
			printf("Too much numbers\n");
			break;
		}
		if (fscanf(f, "%d", &(array[size])) <= 0) {
			break;
		}
		size++;
	}
	printf("Read %d numbers\n", size);

	int num_of_threads = 8; //omp_get_num_threads();
	omp_set_num_threads(num_of_threads);

	printf("Sorting numbers with %d threads\n", num_of_threads);
	sort_parallel(array, 0, size, num_of_threads);
	sort_serial(array, 0, size);

	save_result(array, size);

	fclose(f);

exit:
	return 0;
}
예제 #3
0
void FMEMultipoleKernel::quadtreeConstruction(ArrayPartition& pointPartition)
{
	FMELocalContext*  localContext	= m_pLocalContext;
	FMEGlobalContext* globalContext = m_pGlobalContext;
	LinearQuadtree&	tree			= *globalContext->pQuadtree;

	// precompute the bounding box for the quadtree points from the graph nodes
	for_loop(pointPartition, min_max_x_function(localContext));
	for_loop(pointPartition, min_max_y_function(localContext));

	// wait until the thread's bounding box is computed
	sync();

	// let the main thread computed the bounding box of the bounding boxes
	if (isMainThread())
	{
		globalContext->min_x = globalContext->pLocalContext[0]->min_x;
		globalContext->min_y = globalContext->pLocalContext[0]->min_y;
		globalContext->max_x = globalContext->pLocalContext[0]->max_x;
		globalContext->max_y = globalContext->pLocalContext[0]->max_y;
		for (__uint32 j=1; j < numThreads(); j++)
		{
			globalContext->min_x = min(globalContext->min_x, globalContext->pLocalContext[j]->min_x);
			globalContext->min_y = min(globalContext->min_y, globalContext->pLocalContext[j]->min_y);
			globalContext->max_x = max(globalContext->max_x, globalContext->pLocalContext[j]->max_x);
			globalContext->max_y = max(globalContext->max_y, globalContext->pLocalContext[j]->max_y);
		};
		tree.init(globalContext->min_x, globalContext->min_y, globalContext->max_x, globalContext->max_y);
		globalContext->coolDown *= 0.999f;
		tree.clear();
	};
	// wait because the morton number computation needs the bounding box
	sync();		
	// udpate morton number to prepare them for sorting
	for_loop(pointPartition, LQMortonFunctor(localContext));
	// wait so we can sort them by morton number
	sync();

#ifdef OGDF_FME_PARALLEL_QUADTREE_SORT
	// use a simple parallel sorting algorithm
	LinearQuadtree::LQPoint* points = tree.pointArray();
	sort_parallel(points, tree.numberOfPoints(), LQPointComparer);
#else
	if (isMainThread())
	{
		LinearQuadtree::LQPoint* points = tree.pointArray();
		sort_single(points, tree.numberOfPoints(), LQPointComparer);
	};
#endif
	// wait because the quadtree builder needs the sorted order
	sync();
	// if not a parallel run, we can do the easy way
	if (isSingleThreaded())
	{
		LinearQuadtreeBuilder builder(tree);
		// prepare the tree
		builder.prepareTree();
		// and link it
		builder.build();
		LQPartitioner partitioner( localContext );
		partitioner.partition();
	} else // the more difficult part
	{
		// snap the left point of the interval of the thread to the first in the cell
		LinearQuadtree::PointID beginPoint = tree.findFirstPointInCell(pointPartition.begin);
		LinearQuadtree::PointID endPoint_plus_one;
		// if this thread is the last one, no snapping required for the right point
		if (threadNr()==numThreads()-1)
			endPoint_plus_one = tree.numberOfPoints();
		else // find the left point of the next thread
			endPoint_plus_one = tree.findFirstPointInCell(pointPartition.end+1);
		// and calculate the number of points to prepare
		__uint32 numPointsToPrepare = endPoint_plus_one - beginPoint;

		// now we can prepare the snapped interval
		LinearQuadtreeBuilder builder(tree);
		// this function prepares the tree from begin point to endPoint_plus_one-1 (EXCLUDING endPoint_plus_one)
		builder.prepareTree(beginPoint, endPoint_plus_one);
		// save the start, end and count of the inner node chain in the context
		localContext->firstInnerNode = builder.firstInner;
		localContext->lastInnerNode = builder.lastInner;
		localContext->numInnerNodes = builder.numInnerNodes;
		// save the start, end and count of the leaf node chain in the context
		localContext->firstLeaf = builder.firstLeaf;
		localContext->lastLeaf = builder.lastLeaf;
		localContext->numLeaves = builder.numLeaves;
		// wait until all are finished
		sync();

		// now the main thread has to link the tree
		if (isMainThread())
		{
			// with his own builder
			LinearQuadtreeBuilder sbuilder(tree);
			// first we need the complete chain data
			sbuilder.firstInner = globalContext->pLocalContext[0]->firstInnerNode;
			sbuilder.firstLeaf = globalContext->pLocalContext[0]->firstLeaf;
			sbuilder.numInnerNodes = globalContext->pLocalContext[0]->numInnerNodes;
			sbuilder.numLeaves = globalContext->pLocalContext[0]->numLeaves;
			for (__uint32 j=1; j < numThreads(); j++)
			{
				sbuilder.numLeaves += globalContext->pLocalContext[j]->numLeaves;
				sbuilder.numInnerNodes += globalContext->pLocalContext[j]->numInnerNodes;
			};
			sbuilder.lastInner = globalContext->pLocalContext[numThreads()-1]->lastInnerNode;
			sbuilder.lastLeaf = globalContext->pLocalContext[numThreads()-1]->lastLeaf;
			// Link the tree
			sbuilder.build();
			// and run the partitions
			LQPartitioner partitioner(localContext);
			partitioner.partition();
		};
	};
	// wait for tree to finish
	sync();
	// now update the copy of the point data 
	for_loop(pointPartition, LQPointUpdateFunctor(localContext));
	// compute the nodes coordinates and sizes
	tree.forall_tree_nodes(LQCoordsFunctor(localContext), localContext->innerNodePartition.begin, localContext->innerNodePartition.numNodes)();
	tree.forall_tree_nodes(LQCoordsFunctor(localContext), localContext->leafPartition.begin, localContext->leafPartition.numNodes)();
};