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[/] [openrisc/] [trunk/] [gnu-src/] [gcc-4.2.2/] [libiberty/] [fibheap.c] - Rev 263
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/* A Fibonacci heap datatype. Copyright 1998, 1999, 2000, 2001 Free Software Foundation, Inc. Contributed by Daniel Berlin (dan@cgsoftware.com). This file is part of GNU CC. GNU CC 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 2, or (at your option) any later version. GNU CC 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 GNU CC; see the file COPYING. If not, write to the Free Software Foundation, 51 Franklin Street - Fifth Floor, Boston, MA 02110-1301, USA. */ #ifdef HAVE_CONFIG_H #include "config.h" #endif #ifdef HAVE_LIMITS_H #include <limits.h> #endif #ifdef HAVE_STDLIB_H #include <stdlib.h> #endif #ifdef HAVE_STRING_H #include <string.h> #endif #include "libiberty.h" #include "fibheap.h" #define FIBHEAPKEY_MIN LONG_MIN static void fibheap_ins_root (fibheap_t, fibnode_t); static void fibheap_rem_root (fibheap_t, fibnode_t); static void fibheap_consolidate (fibheap_t); static void fibheap_link (fibheap_t, fibnode_t, fibnode_t); static void fibheap_cut (fibheap_t, fibnode_t, fibnode_t); static void fibheap_cascading_cut (fibheap_t, fibnode_t); static fibnode_t fibheap_extr_min_node (fibheap_t); static int fibheap_compare (fibheap_t, fibnode_t, fibnode_t); static int fibheap_comp_data (fibheap_t, fibheapkey_t, void *, fibnode_t); static fibnode_t fibnode_new (void); static void fibnode_insert_after (fibnode_t, fibnode_t); #define fibnode_insert_before(a, b) fibnode_insert_after (a->left, b) static fibnode_t fibnode_remove (fibnode_t); /* Create a new fibonacci heap. */ fibheap_t fibheap_new (void) { return (fibheap_t) xcalloc (1, sizeof (struct fibheap)); } /* Create a new fibonacci heap node. */ static fibnode_t fibnode_new (void) { fibnode_t node; node = (fibnode_t) xcalloc (1, sizeof *node); node->left = node; node->right = node; return node; } static inline int fibheap_compare (fibheap_t heap ATTRIBUTE_UNUSED, fibnode_t a, fibnode_t b) { if (a->key < b->key) return -1; if (a->key > b->key) return 1; return 0; } static inline int fibheap_comp_data (fibheap_t heap, fibheapkey_t key, void *data, fibnode_t b) { struct fibnode a; a.key = key; a.data = data; return fibheap_compare (heap, &a, b); } /* Insert DATA, with priority KEY, into HEAP. */ fibnode_t fibheap_insert (fibheap_t heap, fibheapkey_t key, void *data) { fibnode_t node; /* Create the new node. */ node = fibnode_new (); /* Set the node's data. */ node->data = data; node->key = key; /* Insert it into the root list. */ fibheap_ins_root (heap, node); /* If their was no minimum, or this key is less than the min, it's the new min. */ if (heap->min == NULL || node->key < heap->min->key) heap->min = node; heap->nodes++; return node; } /* Return the data of the minimum node (if we know it). */ void * fibheap_min (fibheap_t heap) { /* If there is no min, we can't easily return it. */ if (heap->min == NULL) return NULL; return heap->min->data; } /* Return the key of the minimum node (if we know it). */ fibheapkey_t fibheap_min_key (fibheap_t heap) { /* If there is no min, we can't easily return it. */ if (heap->min == NULL) return 0; return heap->min->key; } /* Union HEAPA and HEAPB into a new heap. */ fibheap_t fibheap_union (fibheap_t heapa, fibheap_t heapb) { fibnode_t a_root, b_root, temp; /* If one of the heaps is empty, the union is just the other heap. */ if ((a_root = heapa->root) == NULL) { free (heapa); return heapb; } if ((b_root = heapb->root) == NULL) { free (heapb); return heapa; } /* Merge them to the next nodes on the opposite chain. */ a_root->left->right = b_root; b_root->left->right = a_root; temp = a_root->left; a_root->left = b_root->left; b_root->left = temp; heapa->nodes += heapb->nodes; /* And set the new minimum, if it's changed. */ if (fibheap_compare (heapa, heapb->min, heapa->min) < 0) heapa->min = heapb->min; free (heapb); return heapa; } /* Extract the data of the minimum node from HEAP. */ void * fibheap_extract_min (fibheap_t heap) { fibnode_t z; void *ret = NULL; /* If we don't have a min set, it means we have no nodes. */ if (heap->min != NULL) { /* Otherwise, extract the min node, free the node, and return the node's data. */ z = fibheap_extr_min_node (heap); ret = z->data; free (z); } return ret; } /* Replace both the KEY and the DATA associated with NODE. */ void * fibheap_replace_key_data (fibheap_t heap, fibnode_t node, fibheapkey_t key, void *data) { void *odata; fibheapkey_t okey; fibnode_t y; /* If we wanted to, we could actually do a real increase by redeleting and inserting. However, this would require O (log n) time. So just bail out for now. */ if (fibheap_comp_data (heap, key, data, node) > 0) return NULL; odata = node->data; okey = node->key; node->data = data; node->key = key; y = node->parent; if (okey == key) return odata; /* These two compares are specifically <= 0 to make sure that in the case of equality, a node we replaced the data on, becomes the new min. This is needed so that delete's call to extractmin gets the right node. */ if (y != NULL && fibheap_compare (heap, node, y) <= 0) { fibheap_cut (heap, node, y); fibheap_cascading_cut (heap, y); } if (fibheap_compare (heap, node, heap->min) <= 0) heap->min = node; return odata; } /* Replace the DATA associated with NODE. */ void * fibheap_replace_data (fibheap_t heap, fibnode_t node, void *data) { return fibheap_replace_key_data (heap, node, node->key, data); } /* Replace the KEY associated with NODE. */ fibheapkey_t fibheap_replace_key (fibheap_t heap, fibnode_t node, fibheapkey_t key) { int okey = node->key; fibheap_replace_key_data (heap, node, key, node->data); return okey; } /* Delete NODE from HEAP. */ void * fibheap_delete_node (fibheap_t heap, fibnode_t node) { void *ret = node->data; /* To perform delete, we just make it the min key, and extract. */ fibheap_replace_key (heap, node, FIBHEAPKEY_MIN); fibheap_extract_min (heap); return ret; } /* Delete HEAP. */ void fibheap_delete (fibheap_t heap) { while (heap->min != NULL) free (fibheap_extr_min_node (heap)); free (heap); } /* Determine if HEAP is empty. */ int fibheap_empty (fibheap_t heap) { return heap->nodes == 0; } /* Extract the minimum node of the heap. */ static fibnode_t fibheap_extr_min_node (fibheap_t heap) { fibnode_t ret = heap->min; fibnode_t x, y, orig; /* Attach the child list of the minimum node to the root list of the heap. If there is no child list, we don't do squat. */ for (x = ret->child, orig = NULL; x != orig && x != NULL; x = y) { if (orig == NULL) orig = x; y = x->right; x->parent = NULL; fibheap_ins_root (heap, x); } /* Remove the old root. */ fibheap_rem_root (heap, ret); heap->nodes--; /* If we are left with no nodes, then the min is NULL. */ if (heap->nodes == 0) heap->min = NULL; else { /* Otherwise, consolidate to find new minimum, as well as do the reorg work that needs to be done. */ heap->min = ret->right; fibheap_consolidate (heap); } return ret; } /* Insert NODE into the root list of HEAP. */ static void fibheap_ins_root (fibheap_t heap, fibnode_t node) { /* If the heap is currently empty, the new node becomes the singleton circular root list. */ if (heap->root == NULL) { heap->root = node; node->left = node; node->right = node; return; } /* Otherwise, insert it in the circular root list between the root and it's right node. */ fibnode_insert_after (heap->root, node); } /* Remove NODE from the rootlist of HEAP. */ static void fibheap_rem_root (fibheap_t heap, fibnode_t node) { if (node->left == node) heap->root = NULL; else heap->root = fibnode_remove (node); } /* Consolidate the heap. */ static void fibheap_consolidate (fibheap_t heap) { fibnode_t a[1 + 8 * sizeof (long)]; fibnode_t w; fibnode_t y; fibnode_t x; int i; int d; int D; D = 1 + 8 * sizeof (long); memset (a, 0, sizeof (fibnode_t) * D); while ((w = heap->root) != NULL) { x = w; fibheap_rem_root (heap, w); d = x->degree; while (a[d] != NULL) { y = a[d]; if (fibheap_compare (heap, x, y) > 0) { fibnode_t temp; temp = x; x = y; y = temp; } fibheap_link (heap, y, x); a[d] = NULL; d++; } a[d] = x; } heap->min = NULL; for (i = 0; i < D; i++) if (a[i] != NULL) { fibheap_ins_root (heap, a[i]); if (heap->min == NULL || fibheap_compare (heap, a[i], heap->min) < 0) heap->min = a[i]; } } /* Make NODE a child of PARENT. */ static void fibheap_link (fibheap_t heap ATTRIBUTE_UNUSED, fibnode_t node, fibnode_t parent) { if (parent->child == NULL) parent->child = node; else fibnode_insert_before (parent->child, node); node->parent = parent; parent->degree++; node->mark = 0; } /* Remove NODE from PARENT's child list. */ static void fibheap_cut (fibheap_t heap, fibnode_t node, fibnode_t parent) { fibnode_remove (node); parent->degree--; fibheap_ins_root (heap, node); node->parent = NULL; node->mark = 0; } static void fibheap_cascading_cut (fibheap_t heap, fibnode_t y) { fibnode_t z; while ((z = y->parent) != NULL) { if (y->mark == 0) { y->mark = 1; return; } else { fibheap_cut (heap, y, z); y = z; } } } static void fibnode_insert_after (fibnode_t a, fibnode_t b) { if (a == a->right) { a->right = b; a->left = b; b->right = a; b->left = a; } else { b->right = a->right; a->right->left = b; a->right = b; b->left = a; } } static fibnode_t fibnode_remove (fibnode_t node) { fibnode_t ret; if (node == node->left) ret = NULL; else ret = node->left; if (node->parent != NULL && node->parent->child == node) node->parent->child = ret; node->right->left = node->left; node->left->right = node->right; node->parent = NULL; node->left = node; node->right = node; return ret; }
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