gambas-source-code/main/lib/data/c_heap.c

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/*
* c_heap.c - (Min-/Max-)Heap and PrioSet
*
* Copyright (C) 2014 Tobias Boege <tobias@gambas-buch.de>
*
* This program 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.
*
* This program 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 this program; if not, write to the Free Software
* Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston,
* MA 02110-1301, USA.
*/
#define __C_HEAP_C
#include "gambas.h"
#include "gb_common.h" /* EXTERN for gbx_compare.h */
#include "gbx_compare.h" /* GB_COMP_{ASCENT,DESCENT} */
#include "gbx_type.h" /* TYPE_is_object() */
#include "c_heap.h"
typedef struct {
GB_BASE ob;
int mode;
int count;
GB_VARIANT_VALUE *h;
} CHEAP; /* "Hey! Don't talk like this about my data structures!" */
static inline int compare(CHEAP *heap, int i, int j)
{
int res = GB.CompVariant(&heap->h[i], &heap->h[j]);
return heap->mode == GB_COMP_ASCENT ? res : -res;
}
static inline int compare1(CHEAP *heap, GB_VARIANT_VALUE *x, int j)
{
int res = GB.CompVariant(x, &heap->h[j]);
return heap->mode == GB_COMP_ASCENT ? res : -res;
}
static inline int compare3(CHEAP *heap, GB_VARIANT_VALUE *x,
GB_VARIANT_VALUE *y)
{
int res = GB.CompVariant(x, y);
return heap->mode == GB_COMP_ASCENT ? res : -res;
}
static inline void copy(CHEAP *heap, int src, int dst)
{
memmove(&heap->h[dst], &heap->h[src], sizeof(GB_VARIANT_VALUE));
}
static inline void copy1(CHEAP *heap, int src, GB_VARIANT_VALUE *dst)
{
memmove(dst, &heap->h[src], sizeof(GB_VARIANT_VALUE));
}
static inline void copy2(CHEAP *heap, GB_VARIANT_VALUE *src, int dst)
{
memmove(&heap->h[dst], src, sizeof(GB_VARIANT_VALUE));
}
#define left(k) (2 * (k) + 1)
#define right(k) (left(k) + 1)
#define parent(k) (((k) - 1) / 2)
static int upheap(CHEAP *heap, int k)
{
GB_VARIANT_VALUE x;
int r = 0;
copy1(heap, k, &x);
while (k && compare1(heap, &x, parent(k)) < 0) {
copy(heap, parent(k), k);
k = parent(k);
r++;
}
copy2(heap, &x, k);
return r;
}
static int downheap(CHEAP *heap, int k)
{
int count = GB.Count(heap->h), r = 0;
GB_VARIANT_VALUE x;
copy1(heap, k, &x);
while (k <= parent(count - 1)) {
int j, l = j = left(k), r = right(k);
if (r < count && compare(heap, l, r) > 0)
j = r;
if (compare1(heap, &x, j) <= 0)
break;
copy(heap, j, k);
k = j;
r++;
}
copy2(heap, &x, k);
return r;
}
static void new_heap(CHEAP *heap, int count)
{
GB.NewArray(&heap->h, sizeof(*heap->h), count);
}
static void rebuild(CHEAP *heap)
{
int i;
for (i = parent(GB.Count(heap->h) - 1); i >= 0; i--)
downheap(heap, i);
}
static void from_array(CHEAP *heap, GB_ARRAY array)
{
int count = GB.Array.Count(array), i;
new_heap(heap, count);
for (i = 0; i < count; i++) {
memcpy(&heap->h[i], GB.Array.Get(array, i),
sizeof(*heap->h));
if (TYPE_is_object(heap->h[i].type))
GB.Ref(heap->h[i].value._object);
}
rebuild(heap);
}
#define THIS ((CHEAP *) _object)
/**G
* Creates a new Heap.
*
* If 'Mode' is gb.Ascent, it's a MinHeap, i.e. the smallest element is at
* the beginning. If 'mode' is gb.Descent, it's a MaxHeap.
*
* If the 'Array' argument is given, a copy of that array is transformed
* into a Heap (by using a bottom-up algorithm which is O(n)).
*/
BEGIN_METHOD(Heap_new, GB_INTEGER mode; GB_OBJECT array)
THIS->mode = VARG(mode);
if (THIS->mode != GB_COMP_ASCENT && THIS->mode != GB_COMP_DESCENT) {
GB.Error("Invalid mode");
return;
}
if (MISSING(array)) {
new_heap(THIS, 0);
} else {
GB_ARRAY array = (GB_ARRAY) VARG(array);
if (GB.CheckObject(array))
return;
from_array(THIS, array);
}
END_METHOD
/**G
* Free up storage of the Heap
*/
BEGIN_METHOD_VOID(Heap_free)
int count = GB.Count(THIS->h), i;
for (i = 0; i < count; i++)
GB.StoreVariant(NULL, &THIS->h[i]);
GB.FreeArray(&THIS->h);
END_METHOD
/**G
* Insert an element into the Heap.
*/
BEGIN_METHOD(Heap_Insert, GB_VARIANT data)
GB.StoreVariant(ARG(data), GB.Add(&THIS->h));
upheap(THIS, GB.Count(THIS->h) - 1);
END_METHOD
static void delete(CHEAP *heap, int i, GB_VARIANT_VALUE *x)
{
int count = GB.Count(heap->h);
copy1(heap, i, x);
copy(heap, count - 1, i);
GB.Remove(&heap->h, count - 1, 1);
downheap(heap, i);
}
/**G
* Remove the first element.
*/
BEGIN_METHOD_VOID(Heap_Remove)
int count = GB.Count(THIS->h);
GB_VARIANT_VALUE x;
if (!count) {
GB.Error(GB_ERR_BOUND);
return;
}
delete(THIS, 0, &x);
GB.ReturnVariant(&x);
GB.ReturnBorrow();
GB.StoreVariant(NULL, &x);
GB.ReturnRelease();
END_METHOD
/*
* Comparison by identity works as follows:
* - if both are objects and have _identity() methods which return
* variants, the return value is the comparison of those variants,
* - if they are objects without _identity(), they are compared based
* on their addresses in memory,
* - else they are not objects and are normally compared.
*/
static int compare_identity(CHEAP *heap, GB_VARIANT_VALUE *a,
GB_VARIANT_VALUE *b)
{
static int has_identity;
static GB_FUNCTION aid;
static GB_VARIANT_VALUE *last = NULL;
static GB_VALUE x;
GB_FUNCTION bid;
GB_VALUE *y;
if (!TYPE_is_object(a->type) || !TYPE_is_object(b->type))
return compare3(heap, a, b);
if (last != a) {
if (!GB.GetFunction(&aid, a->value._object, "_identity",
NULL, "v")) {
has_identity = 1;
memcpy(&x, GB.Call(&aid, 0, 0), sizeof(x));
} else {
has_identity = 0;
}
GB.Error(NULL); /* Clear any GetFunction error */
last = a;
}
/* No _identity()? */
if (!has_identity || GB.GetFunction(&bid, b->value._object,
"_identity", NULL, "v")) {
GB.Error(NULL);
return a->value._object != b->value._object;
}
y = GB.Call(&bid, 0, 0);
return compare3(heap, &x._variant.value, &y->_variant.value);
}
/**G
* Find all occurences of `Old' and replace them by `New'. This is an O(n)
* operation. Additionally the heap has to be rebuilt as soon as there is
* more than one replacement made.
*
* If `New' is Null, then the entry will be deleted.
*
* The search for objects is done by identity and *not* by using the
* _compare() method. "By identity" means that if two objects are to be
* compared and both have a special _identity() method returning a Variant,
* the return values of these methods are compared.
*
* If one of the objects does not implement the _identity() method, the
* default is comparison by object addresses in memory. This strategy lets
* you save primitive data types (Integer, Boolean, String), etc. in the
* heap. But you can also *distinct* objects in equivalence classes. The
* _compare() method defines your equivalence relation, the identity
* comparison enables to discern different objects.
*
* If we are a heap of objects whose _compare() methods compare some sort of
* priority, and `Old' is the same object as `New', this can be used to
* propagate a priority change made to the object and will correct its
* position in the heap.
*
* This has an application in Dijkstra's algorithm (or any priority first
* search like Prim or A*) where you would update a node's priority.
*/
BEGIN_METHOD(Heap_Update, GB_VARIANT old; GB_VARIANT new)
int count = GB.Count(THIS->h), i, found = 0, idx = -1;
GB_VARIANT_VALUE *old, *new;
old = &VARG(old); new = &VARG(new);
for (i = 0; i < count; i++) {
if (compare_identity(THIS, old, &THIS->h[i]))
continue;
/*
* Make Null delete the entry. We don't count that as a
* finding because we can fix the heap up on the fly.
*/
if (new->type == GB_T_NULL) {
GB_VARIANT_VALUE buf;
delete(THIS, i, &buf);
GB.StoreVariant(NULL, &buf);
count = GB.Count(THIS->h);
continue;
}
/* XXX: If `old' and `new' are the same and if they're
* objects, memory errors will occur if you store one over
* the other... Maybe StoreVariant() wasn't made to replace
* an object by itself (refcount goes to zero before it is
* incremented again, maybe?) */
if (!TYPE_is_object(THIS->h[i].type)
|| THIS->h[i].value._object != new->value._object)
GB.StoreVariant(ARG(new), &THIS->h[i]);
found++;
idx = i;
}
/*
* Most applications will have pairwise distinct elements in the
* heap, so that at most one element is changed. In this case, we
* can get away more quickly (O(log n) vs. O(n)) with an upheap()
* or downheap() call.
*/
if (found == 1) {
if (!upheap(THIS, idx))
downheap(THIS, idx);
} else if (found) {
rebuild(THIS);
}
END_METHOD
/**G
* Return or set the first element of the Heap.
*/
BEGIN_PROPERTY(Heap_First)
if (!GB.Count(THIS->h)) {
GB.Error(GB_ERR_BOUND);
return;
}
if (READ_PROPERTY) {
GB.ReturnVariant(&THIS->h[0]);
return;
}
GB.StoreVariant(PROP(GB_VARIANT), &THIS->h[0]);
downheap(THIS, 0);
END_PROPERTY
/**G
* Return the number of elements in the Heap.
*/
BEGIN_PROPERTY(Heap_Count)
GB.ReturnInteger(GB.Count(THIS->h));
END_PROPERTY
/**G
* Return whether the Heap is empty.
*/
BEGIN_PROPERTY(Heap_IsEmpty)
GB.ReturnBoolean(GB.Count(THIS->h) == 0);
END_PROPERTY
GB_DESC CHeap[] = {
/**G Heap
* This class implements a dynamic heap. It can be a MinHeap or a
* MaxHeap, depending on what mode you specify on construction.
*
* Being `dynamic' means that this class allows you to update the
* data or the position of elements which are already in the heap.
*/
GB_DECLARE("Heap", sizeof(CHEAP)),
GB_METHOD("_new", NULL, Heap_new, "(Mode)i[(Array)Variant[];]"),
GB_METHOD("_free", NULL, Heap_free, NULL),
GB_METHOD("Insert", NULL, Heap_Insert, "(Data)v"),
GB_METHOD("Remove", "v", Heap_Remove, NULL),
GB_METHOD("Update", NULL, Heap_Update, "(Old)v(New)v"),
GB_PROPERTY("First", "v", Heap_First),
GB_PROPERTY_READ("Count", "i", Heap_Count),
GB_PROPERTY_READ("IsEmpty", "b", Heap_IsEmpty),
GB_END_DECLARE
};