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BTree.cpp
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#include <stdio.h>
#include "BTree.h"
BTreeNode* BTree::search(int value, BTreeNode* node) {
int i;
if(node != 0) {
for(i = 0; i < node->n && node->keys[i] < value; i++);
if(i < node->n && node->keys[i] == value)
return node;
return search(value, node->pointers[i]);
}
return node;
}
bool BTree::remove(int key)
{
int ret = remove (root, key);
return true;
}
void BTree::add(int k) {
BTreeNode* r,*s;
r = root;
if (r->n = M-1)
{
s = new BTreeNode(M);
root = s;
s->leaf = false;
s->n = 0;
s->pointers[0] = r;
numberOfNodes++;
splitChild(s,0);
add(s,k);
}
else
add(r,k);
}
void BTree::add(BTreeNode* node, int value) {
}
void BTree::splitChild(BTreeNode* x, int i)
{
BTreeNode* z,*y;
z = new BTreeNode(M);
y = x->pointers[i];
z->leaf = y->leaf;
z->n = (M-1)/2;
for (int j = 0; j < (M-1)/2; ++j)
z->keys[j] = y->keys[j+((M-1)/2)];
if(!y->leaf){
for (int j = 0; j < (M-1)/2; ++j)
z->pointers[j]= y->pointers[j+((M-1)/2)];
}
y->n = (M-1)/2;
for (int j = x->n; j > 0; --j)
x->pointers[j+1] = x->pointers[j];
x->pointers[i+1] = z;
for (int j = x->n; j > 0; --j)
x->keys[j+1] = x->keys[j];
x->keys[i] = y->keys[((M-1)/2)];
x->n=x->n+1;
}
void BTree::print(BTreeNode* node, int spaces) {
if(node != 0) {
for(int i = 0; i < spaces; i++)
printf(" ");
for(int i = 0; i < node->n; i++)
{
printf("%d ",node->keys[i]);
}
if (node->parent)
printf ("(%d) (%d) (%d)",node->leaf, node->n, node->parent->keys[0]);
else
printf ("(%d) (%d) (nulo)",node->leaf, node->n );
printf("\n");
for(int i = 0; i < node->n + 1; i++)
print(node->pointers[i], spaces + 5);
}
}
int BTree::remove(BTreeNode* node, int value)
{
return 0;
}
BTreeNode* BTree::findBrother(BTreeNode* node,int *pos, bool *dir)
{
int i;
if (node->parent == 0)
{
printf("a raiz não tem irmão para realizar redistribuicao ou fusao!!!");
return 0;
}
// encontra qual é o índice do vetor pointers da raiz que aponta para node
for( i=0; i < node->parent->n && node->parent->pointers[i]!=node; i++);
// se i>0 significa que node tem irmão esquerdo
if(i>0)
{
*dir = false;
if(node->parent->pointers[i-1]->n > node->parent->pointers[i-1]->min(M))
{
*pos = i-1;
return node->parent->pointers[i-1]; // irmão à esquerda de node
}
}
// se chegou aqui é porque i==0 ou o irmão esquerdo não tinha mais do que o mínimo de chaves
// se não há um irmão direito de node
if(i< node->parent->n)
{
*dir = true;
if(node->parent->pointers[i+1]->n >= node->parent->pointers[i+1]->min(M))
{
*pos = i;
return node->parent->pointers[i+1];
}
}
return 0;
}
void BTree::fusion (BTreeNode* node, BTreeNode* lft, BTreeNode* rgt)
{
}
BTreeNode* BTree::sucessor (BTreeNode * aux)
{
while (aux->pointers[0]!=0)
aux = aux->pointers[0];
return aux;
}