?? ab_tree.h
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/*******************************************************************************++ LEDA 3.5+++ ab_tree.h+++ Copyright (c) 1995, 1996, 1997 by LEDA Software GmbH+ Postfach 151101, 66041 Saarbruecken, Germany+ All rights reserved.+ *******************************************************************************/#ifndef LEDA_AB_TREE_H#define LEDA_AB_TREE_H//------------------------------------------------------------------------------// (a,b)-trees //------------------------------------------------------------------------------#include <LEDA/basic.h>class __exportC ab_tree;class __exportC ab_tree_node;struct __exportC ab_tree_elem {GenPtr key;ab_tree_node* child;};class __exportC ab_tree_node {friend class __exportC ab_tree; static leda_mutex mutex_id_count; static unsigned long id_count; int height; int size; unsigned long id; ab_tree_node* father; ab_tree_elem* last; ab_tree_elem arr[1]; ab_tree_node*& succ() { return arr[0].child; } ab_tree_node*& pred() { return arr[1].child; } GenPtr& key() { return arr[0].key; } GenPtr& inf() { return arr[1].key; }friend unsigned long ID_Number(ab_tree_node* p) { return p->id; }friend inline ab_tree_node* new_ab_tree_node(int,int,ab_tree_node*,int);}; class __exportC ab_tree { int a; int b; int height; /* height of tree */ int count; /* number of leaves */ ab_tree_node* root; ab_tree_node* minimum; ab_tree_node* maximum; ab_tree_elem* expand(ab_tree_node*, ab_tree_node*, ab_tree_node*, int); ab_tree_elem* index(ab_tree_node* v, ab_tree_node* u); ab_tree_elem* same(ab_tree_node* v); GenPtr shrink(ab_tree_node* v, ab_tree_elem* pos); void split_node(ab_tree_node* v); void share(ab_tree_node* v,ab_tree_node* y,int direct); void fuse (ab_tree_node* v,ab_tree_node* w); void del_tree(ab_tree_node* localroot); void exchange_leaves(ab_tree_node*, ab_tree_node*); void pr_ab_tree(ab_tree_node*,int) const; ab_tree_node* locate(GenPtr,bool&) const; ab_tree_node* copy_ab_tree(ab_tree_node*,ab_tree_node*&,int) const; virtual int key_type_id() const { return UNKNOWN_TYPE_ID; } virtual int cmp(GenPtr, GenPtr) const { return 0; } virtual void clear_key(GenPtr&) const {} virtual void clear_inf(GenPtr&) const {} virtual void copy_key(GenPtr&) const {} virtual void copy_inf(GenPtr&) const {} virtual void print_key(GenPtr) const {} virtual void print_inf(GenPtr) const {}public: typedef ab_tree_node* item; void clear(); GenPtr inf(ab_tree_node* p) const { return p->inf(); } GenPtr key(ab_tree_node* p) const { return p->key(); } ab_tree_node* insert(GenPtr, GenPtr); ab_tree_node* insert_at_item(ab_tree_node*, GenPtr, GenPtr, int); ab_tree_node* insert_at_item(ab_tree_node*, GenPtr, GenPtr); ab_tree_node* locate_succ(GenPtr) const; ab_tree_node* locate_pred(GenPtr) const; ab_tree_node* locate(GenPtr x) const { return locate_succ(x); } ab_tree_node* lookup(GenPtr) const; void del(GenPtr); void del_item(ab_tree_node*); void change_inf(ab_tree_node*, GenPtr); void reverse_items(ab_tree_node*, ab_tree_node*); void conc(ab_tree&); void split_at_item(ab_tree_node*, ab_tree&, ab_tree&); void del_min() { if (minimum) del_item(minimum); } void decrease_key(ab_tree_node* p, GenPtr k); bool member(GenPtr k) const { return (lookup(k))? true: false ; } ab_tree_node* min() const { return minimum; } ab_tree_node* find_min() const { return minimum; } ab_tree_node* max() const { return maximum; } ab_tree_node* first_item() const { return minimum; } ab_tree_node* next_item(ab_tree_node* p) const { return p ? p->succ() : 0; } ab_tree_node* succ(ab_tree_node* p) const { return p->succ(); } ab_tree_node* pred(ab_tree_node* p) const { return p->pred(); } int size() const { return count; } bool empty() const { return (count==0) ? true : false; } void print() const { pr_ab_tree(root,1); } ab_tree(int=2,int=16); ab_tree(const ab_tree& T); ab_tree& operator=(const ab_tree&); virtual ~ab_tree(){ clear(); } };#endif
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