Exemplo n.º 1
0
static void
vl_kdtree_calc_bounds_recursively (VlKDTree * tree,
                                   vl_uindex nodeIndex, double * searchBounds)
{
  VlKDTreeNode * node = tree->nodes + nodeIndex ;
  vl_uindex i = node->splitDimension ;
  double t = node->splitThreshold ;

  node->lowerBound = searchBounds [2 * i + 0] ;
  node->upperBound = searchBounds [2 * i + 1] ;

  if (node->lowerChild > 0) {
    searchBounds [2 * i + 1] = t ;
    vl_kdtree_calc_bounds_recursively (tree, node->lowerChild, searchBounds) ;
    searchBounds [2 * i + 1] = node->upperBound ;
  }
  if (node->upperChild > 0) {
    searchBounds [2 * i + 0] = t ;
    vl_kdtree_calc_bounds_recursively (tree, node->upperChild, searchBounds) ;
    searchBounds [2 * i + 0] = node->lowerBound ;
  }
}
Exemplo n.º 2
0
void
vl_kdforest_build (VlKDForest * self, vl_size numData, void const * data)
{
  vl_uindex di, ti ;
  vl_size maxNumNodes ;
  double * searchBounds;

  /* need to check: if alredy built, clean first */
  self->data = data ;
  self->numData = numData ;
  self->trees = vl_malloc (sizeof(VlKDTree*) * self->numTrees) ;
  maxNumNodes = 0 ;

  for (ti = 0 ; ti < self->numTrees ; ++ ti) {
    self->trees[ti] = vl_malloc (sizeof(VlKDTree)) ;
    self->trees[ti]->dataIndex = vl_malloc (sizeof(VlKDTreeDataIndexEntry) * self->numData) ;
    for (di = 0 ; di < self->numData ; ++ di) {
      self->trees[ti]->dataIndex[di].index = di ;
    }
    self->trees[ti]->numUsedNodes = 0 ;
    /* num. nodes of a complete binary tree with numData leaves */
    self->trees[ti]->numAllocatedNodes = 2 * self->numData - 1 ;
    self->trees[ti]->nodes = vl_malloc (sizeof(VlKDTreeNode) * self->trees[ti]->numAllocatedNodes) ;
    self->trees[ti]->depth = 0 ;
    vl_kdtree_build_recursively (self, self->trees[ti],
                                 vl_kdtree_node_new(self->trees[ti], 0), 0,
                                 self->numData, 0) ;
    maxNumNodes += self->trees[ti]->numUsedNodes ;
  }

  searchBounds = vl_malloc(sizeof(double) * 2 * self->dimension);

  for (ti = 0 ; ti < self->numTrees ; ++ ti) {
    double * iter = searchBounds  ;
    double * end = iter + 2 * self->dimension ;
    while (iter < end) {
      *iter++ = - VL_INFINITY_F ;
      *iter++ = + VL_INFINITY_F ;
    }

    vl_kdtree_calc_bounds_recursively (self->trees[ti], 0, searchBounds) ;
  }

  vl_free(searchBounds);
  self -> maxNumNodes = maxNumNodes;
}
Exemplo n.º 3
0
VL_EXPORT vl_size
vl_kdforest_query (VlKDForest * self,
                   VlKDForestNeighbor * neighbors,
                   vl_size numNeighbors,
                   void const * query)
{
  vl_uindex i, ti ;
  vl_bool exactSearch = (self->searchMaxNumComparisons == 0) ;
  VlKDForestSearchState * searchState  ;
  vl_size numAddedNeighbors = 0 ;

  assert (neighbors) ;
  assert (numNeighbors > 0) ;
  assert (query) ;

  /* this number is used to differentiate a query from the next */
  self -> searchId += 1 ;
  self -> searchNumRecursions = 0 ;

  if (! self -> searchHeapArray) {
    /* count number of tree nodes */
    /* add support structures */
    vl_size maxNumNodes = 0 ;
    for (ti = 0 ; ti < self->numTrees ; ++ti) {
      maxNumNodes += self->trees[ti]->numUsedNodes ;
    }
    self -> searchHeapArray = vl_malloc (sizeof(VlKDForestSearchState) * maxNumNodes) ;
    self -> searchIdBook = vl_calloc (sizeof(vl_uindex), self->numData) ;

    for (ti = 0 ; ti < self->numTrees ; ++ti) {
      double * searchBounds = vl_malloc(sizeof(double) * 2 * self->dimension) ;
      double * iter = searchBounds  ;
      double * end = iter + 2 * self->dimension ;
      while (iter < end) {
        *iter++ = - VL_INFINITY_F ;
        *iter++ = + VL_INFINITY_F ;
      }
      vl_kdtree_calc_bounds_recursively (self->trees[ti], 0, searchBounds) ;
      vl_free (searchBounds) ;
    }
  }

  self->searchNumComparisons = 0 ;
  self->searchNumSimplifications = 0 ;

  /* put the root node into the search heap */
  self->searchHeapNumNodes = 0 ;
  for (ti = 0 ; ti < self->numTrees ; ++ ti) {
    searchState = self->searchHeapArray + self->searchHeapNumNodes ;
    searchState -> tree = self->trees[ti] ;
    searchState -> nodeIndex = 0 ;
    searchState -> distanceLowerBound = 0 ;
    vl_kdforest_search_heap_push (self->searchHeapArray, &self->searchHeapNumNodes) ;
  }

  /* branch and bound */
  while (exactSearch || self->searchNumComparisons < self->searchMaxNumComparisons)
  {
    /* pop the next optimal search node */
    VlKDForestSearchState * searchState ;

    /* break if search space completed */
    if (self->searchHeapNumNodes == 0) {
      break ;
    }

    searchState = self->searchHeapArray +
      vl_kdforest_search_heap_pop (self->searchHeapArray, &self->searchHeapNumNodes) ;

    /* break if no better solution may exist */
    if (numAddedNeighbors == numNeighbors &&
        neighbors[0].distance < searchState->distanceLowerBound) {
      self->searchNumSimplifications ++ ;
      break ;
    }

    vl_kdforest_query_recursively (self,
                                   searchState->tree,
                                   searchState->nodeIndex,
                                   neighbors,
                                   numNeighbors,
                                   &numAddedNeighbors,
                                   searchState->distanceLowerBound,
                                   query) ;
  }

  /* sort neighbors by increasing distance */
  for (i = numAddedNeighbors ;  i < numNeighbors ; ++ i) {
    neighbors[i].index = -1 ;
    neighbors[i].distance = VL_NAN_F ;
  }
  while (numAddedNeighbors) {
    vl_kdforest_neighbor_heap_pop (neighbors, &numAddedNeighbors) ;
  }

  return self->searchNumComparisons ;
}