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最新评论
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wahahachuang8:
我喜欢代码简洁易读,服务稳定的推送服务,前段时间研究了一下go ...
websocket的helloworld -
q114687576:
http://www.blue-zero.com/WebSoc ...
websocket的helloworld -
zhaoyanzimm:
感谢您的分享,给我提供了很大的帮助,在使用过程中发现了一个问题 ...
nginx的helloworld模块的helloworld -
haoningabc:
leebyte 写道太NB了,期待早日用上Killinux!么 ...
qemu+emacs+gdb调试内核 -
leebyte:
太NB了,期待早日用上Killinux!
qemu+emacs+gdb调试内核
参考http://blog.csdn.net/manuscola/article/details/8635525
https://github.com/killinux/rbtree
https://github.com/manuscola/rbtree
rbtree.h
https://github.com/killinux/rbtree
https://github.com/manuscola/rbtree
#include "rbtree.h" #include<stdlib.h> #include<stdio.h> #include<assert.h> void delete_case1(struct rbtree* tree,struct rbtree_node* node); void delete_case2(struct rbtree* tree,struct rbtree_node* node); void delete_case3(struct rbtree* tree,struct rbtree_node* node); void delete_case4(struct rbtree* tree,struct rbtree_node* node); void delete_case5(struct rbtree* tree,struct rbtree_node* node); void delete_case6(struct rbtree* tree,struct rbtree_node* node); static inline enum rb_color get_color(struct rbtree_node* node) { if(node == NULL) return RB_BLACK; else return node->color; } static inline void set_color(enum rb_color color,struct rbtree_node* node) { assert(node != NULL); node->color = color; } static inline struct rbtree_node* get_parent(struct rbtree_node* node) { assert(node != NULL); return node->parent; } static inline void set_parent(struct rbtree_node* parent,struct rbtree_node* node) { assert(node != NULL); node->parent = parent; } static int is_root(struct rbtree_node* node) { assert(node != NULL); return (get_parent(node)==NULL); } static inline int is_black(struct rbtree_node* node) { assert(node != NULL); return (get_color(node) == RB_BLACK); } static inline int is_red(struct rbtree_node *node) { assert(node != NULL); return (get_color(node) == RB_RED); } struct rbtree_node* sibling(rbtree_node* node) { assert (node != NULL); assert (node->parent != NULL); /* Root node has no sibling */ if (node == node->parent->left) return node->parent->right; else return node->parent->left; } static inline rbtree_node* get_min(struct rbtree_node* node) { assert(node != NULL); while(node->left) { node = node->left; } return node; } static inline rbtree_node* get_max(struct rbtree_node* node) { assert(node != NULL); while(node->right) { node = node->right; } return node; } struct rbtree_node* rbtree_min(struct rbtree *tree) { if(tree->root == NULL) return NULL; else { return get_min(tree->root); } } struct rbtree_node* rbtree_max(struct rbtree* tree) { if(tree->root == NULL) return NULL; else { return get_max(tree->root); } } struct rbtree_node* rbtree_prev(struct rbtree_node* node) { assert(node != NULL); if(node->left) { return get_max(node->left); } else { struct rbtree_node* parent; while ((parent = get_parent(node)) && parent->left == node) { node = parent; } return parent; } } struct rbtree_node* rbtree_next(struct rbtree_node* node) { assert(node != NULL); if(node->right) return get_min(node->right); else { struct rbtree_node* parent = NULL; while((parent = get_parent(node)) != NULL && parent->right == node) { node = parent; } return parent; } } struct rbtree_node* rbtree_createnode(void *key, void* data) { struct rbtree_node* newnode = malloc(sizeof(struct rbtree_node)); if(newnode == NULL) return NULL; newnode->key = key; newnode->data = data; newnode->parent = NULL; newnode->left = NULL; newnode->right = NULL; return newnode; } /* static inline int compare(void* key_a,void* key_b) { if(key_a > key_b) return 1; else if(key_a == key_b) return 0; else return -1; }*/ struct rbtree_node* do_lookup(void* key, struct rbtree* tree, struct rbtree_node** pparent) { struct rbtree_node *current = tree->root; while(current) { int ret = tree->compare(current->key,key); if(ret == 0 ) return current; else { if(pparent != NULL) { *pparent = current; } if (ret < 0 ) current = current->right; else current = current->left; } } return NULL; } void* rbtree_lookup(struct rbtree* tree,void* key) { assert(tree != NULL) ; struct rbtree_node* node; node = do_lookup(key,tree,NULL); return node == NULL ?NULL:node->data; } static void set_child(struct rbtree* tree,struct rbtree_node* node,struct rbtree_node* child) { int ret = tree->compare(node->key,child->key); assert(ret != 0); if(ret > 0) { node->left = child; } else{ node->right = child; } } static void rotate_left(struct rbtree_node* node,struct rbtree* tree) { struct rbtree_node* p = node; struct rbtree_node* q = node->right; struct rbtree_node* parent = node->parent; if(parent == NULL) { tree->root = q; } else { if(parent->left == p) parent->left = q; else parent->right = q; } set_parent(parent,q); set_parent(q,p); p->right = q->left; if(q->left) set_parent(p,q->left); q->left = p; } static void rotate_right(struct rbtree_node *node, struct rbtree *tree) { struct rbtree_node *p = node; struct rbtree_node *q = node->left; /* can't be NULL */ struct rbtree_node *parent = get_parent(p); if (!is_root(p)) { if (parent->left == p) parent->left = q; else parent->right = q; } else tree->root = q; set_parent(parent, q); set_parent(q, p); p->left = q->right; if (p->left) set_parent(p, p->left); q->right = p; } struct rbtree* rbtree_init(rbtree_cmp_fn_t compare) { struct rbtree* tree = malloc(sizeof(struct rbtree)); if(tree == NULL) return NULL; else { tree->root = NULL; tree->compare = compare; } return tree; } struct rbtree_node* __rbtree_insert(struct rbtree_node* node,struct rbtree *tree) { struct rbtree_node* samenode=NULL; struct rbtree_node*parent=NULL; samenode = do_lookup(node->key,tree,&parent); if(samenode != NULL) return samenode; node->left = node->right = NULL; set_color(RB_RED,node); set_parent(parent,node); if(parent == NULL) tree->root = node; else { set_child(tree,parent,node); } while((parent = get_parent(node)) != NULL && parent->color == RB_RED) { struct rbtree_node* grandpa = get_parent(parent);//grandpa must be existed //because root is black ,and parent is red, //parent can not be root of tree. and parent is red,so grandpa must be black if(parent == grandpa->left) { struct rbtree_node* uncle = grandpa->right; if(uncle && get_color(uncle) == RB_RED) { set_color(RB_RED,grandpa); set_color(RB_BLACK,parent); set_color(RB_BLACK,uncle); node = grandpa; } else { if(node == parent->right ) { rotate_left(parent,tree); node = parent; parent = get_parent(parent); } set_color(RB_BLACK,parent); set_color(RB_RED,grandpa); rotate_right(grandpa,tree); } } else { struct rbtree_node* uncle = grandpa->left; if(uncle && uncle->color == RB_RED) { set_color(RB_RED,grandpa); set_color(RB_BLACK,parent); set_color(RB_BLACK,uncle); node = grandpa; } else { if(node == parent->left) { rotate_right(parent,tree); node = parent; parent = get_parent(node); } set_color(RB_BLACK, parent); set_color(RB_RED, grandpa); rotate_left(grandpa, tree); } } } set_color(RB_BLACK,tree->root); return NULL; } int rbtree_insert(struct rbtree *tree, void* key,void* data) { struct rbtree_node * node = rbtree_createnode(key,data); struct rbtree_node* samenode = NULL; if(node == NULL) return -1; else samenode = __rbtree_insert(node,tree); if(samenode != NULL) return -2; return 0; } void replace_node(struct rbtree* t, rbtree_node *oldn, rbtree_node* newn) { if (oldn->parent == NULL) { t->root = newn; } else { if (oldn == oldn->parent->left) oldn->parent->left = newn; else oldn->parent->right = newn; } if (newn != NULL) { newn->parent = oldn->parent; } } void delete_case1(struct rbtree* tree, struct rbtree_node* node) { if(node->parent == NULL) return ; else delete_case2(tree,node); } void delete_case2(struct rbtree* tree, struct rbtree_node* node) { if(get_color(sibling(node)) == RB_RED) { node->parent->color = RB_RED; sibling(node)->color = RB_BLACK; if(node == node->parent->left) { rotate_left(node->parent,tree); } else { rotate_right(node->parent,tree); } } delete_case3(tree,node); } void delete_case3(struct rbtree* tree,struct rbtree_node* node) { if(node->parent->color == RB_BLACK && get_color(sibling(node)) == RB_BLACK && get_color(sibling(node)->right) == RB_BLACK && get_color(sibling(node)->left) == RB_BLACK) { sibling(node)->color = RB_RED; delete_case1(tree, node->parent); } else { delete_case4(tree, node); } } void delete_case4(struct rbtree* t, struct rbtree_node* n) { if (get_color(n->parent) == RB_RED && get_color(sibling(n)) ==RB_BLACK && get_color(sibling(n)->left) ==RB_BLACK && get_color(sibling(n)->right) == RB_BLACK) { sibling(n)->color =RB_RED; //sibling's two son is black ,so it can changed to red n->parent->color = RB_BLACK; } else delete_case5(t, n); } void delete_case5(struct rbtree *t, rbtree_node *n) { if (n == n->parent->left && get_color(sibling(n)) ==RB_BLACK && get_color(sibling(n)->left) == RB_RED && get_color(sibling(n)->right) == RB_BLACK) { sibling(n)->color = RB_RED; sibling(n)->left->color =RB_BLACK; rotate_right(sibling(n),t); } else if (n == n->parent->right && get_color(sibling(n)) == RB_BLACK && get_color(sibling(n)->right) == RB_RED && get_color(sibling(n)->left) == RB_BLACK) { sibling(n)->color = RB_RED; sibling(n)->right->color = RB_BLACK; rotate_left(sibling(n),t); } delete_case6(t, n); } void delete_case6(struct rbtree* t, rbtree_node* n) { sibling(n)->color = get_color(n->parent); n->parent->color = RB_BLACK; if (n == n->parent->left) { assert (get_color(sibling(n)->right) == RB_RED); sibling(n)->right->color = RB_BLACK; rotate_left(n->parent,t); } else { assert (get_color(sibling(n)->left) == RB_RED); sibling(n)->left->color = RB_BLACK; rotate_right( n->parent,t); } } void __rbtree_remove(struct rbtree_node* node,struct rbtree* tree) { struct rbtree_node *left = node->left; struct rbtree_node* right = node->right; struct rbtree_node* child = NULL; if(left != NULL && right != NULL ) { struct rbtree_node* next = get_min(right); node->key = next->key; node->data = next->data; node = next; } assert(node->left == NULL || node->right == NULL); child = (node->right == NULL ? node->left : node->right); if(get_color(node) == RB_BLACK) { set_color(get_color(child),node); delete_case1(tree,node); } replace_node(tree,node,child); if(node->parent == NULL && child != NULL)//node is root,root should be black set_color(RB_BLACK,child); free(node); } int rbtree_remove(struct rbtree* tree,void *key) { struct rbtree_node* node = do_lookup(key,tree,NULL); if(node == NULL) return -1; else __rbtree_remove(node,tree); return 0; }
rbtree.h
#ifndef __RBTREE_H__ #define __RBTREE_H__ enum rb_color { RB_BLACK, RB_RED, }; typedef struct rbtree_node { struct rbtree_node* parent; struct rbtree_node* left; struct rbtree_node* right; enum rb_color color; void* key; void *data; }rbtree_node; typedef int (*rbtree_cmp_fn_t)(void *key_a, void *key_b); typedef struct rbtree { struct rbtree_node* root; rbtree_cmp_fn_t compare; }rbtree; struct rbtree* rbtree_init(rbtree_cmp_fn_t fn); int rbtree_insert(struct rbtree *tree, void *key,void* data); void* rbtree_lookup(struct rbtree* tree,void *key); int rbtree_remove(struct rbtree* tree,void *key); #endif
发表评论
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生成二叉树和红黑树的helloworld(4)
2013-05-08 01:04 849红黑树的打印 #include <stdio.h&g ... -
生成二叉树和红黑树的helloworld(3)
2013-04-20 19:19 969http://bbs.csdn.net/topics/3400 ... -
生成二叉树和红黑树的helloworld(2)
2013-04-18 20:16 927[root@VM_253_237_tlinux ~/tre ... -
下堆栈的helloworld
2013-04-15 23:36 793#include <stdlib.h> #i ... -
生成二叉树和红黑树的helloworld(1)
2013-04-14 23:05 961参考的这个视频 视频讲得有点烂,代码错误很多,诶,不过ptre ... -
算法的文章的引用-各种排序
2012-11-16 15:46 1099http://baike.baidu.com/view/521 ... -
算法:c语言实现第三章 约瑟夫函数
2012-10-31 20:30 1165root@ubuntu:~/algorithm# ca ...
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二叉树前序遍历后续遍历,二叉树转换为树的算法
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二叉树 非递归实现 数据结构 c++ 广度遍历,非递归实现广度遍历生成二叉树。 数据结构与算法上机作业。
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1按先序次序输入二叉树中结点的值(一个字符),`0`表示空树,生成二叉树的二叉链表存储结构。然后按中序和后序顺序遍历二叉树输出结果。
26红黑树 27红黑树_0 28红黑树_1 29红黑树_2 30红黑树_3 31红黑树_4 32红黑树_5 33红黑树_6 34堆 35堆排序 36哈希与映射的概述 37B树有什么用 38B树的概念 39图_邻接矩阵 40图_邻接表 41图_DFS 42图_BFS 共...
使用C++,读取二叉树前序遍历、中序遍历排列数组,根据二叉树前序遍历、中序遍历排列数组生成二叉树,根据二叉树生成后序遍历序列