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  • 05---二叉树---20195106043---方传祥.c

    #include<stdio.h>
    #include<malloc.h>
    #include<process.h>
    #define TRUE 1
    #define FALSE 0
    #define OK 1
    #define ERROR 0
    #define MAX_TREE_SIZE 100
    typedef int Status;
    typedef int TElemType;
    TElemType Nil = 0;
    typedef TElemType SqBiTree[MAX_TREE_SIZE];
    Status visit(TElemType e)
    {
    	printf("%d ", e);
    	return OK;
    }
    Status InitBiTree(SqBiTree T)
    {
    	int i;
    	for (i = 0; i < MAX_TREE_SIZE; i++)
    		T[i] = Nil;
    	return OK;
    }
    Status CreateBiTree(SqBiTree T)
    {
    	int i = 0;
    	printf("
    
    					按层创建二叉树
    					");
    	printf("请按层序输入结点的值(整型)
    
    	0表示空结点,空格隔开,输999结束。结点数≤%d:
    ", MAX_TREE_SIZE);
    	while (1)
    	{
    		scanf_s("%d", &T[i]);
    		if (T[i] == 999)
    			break;
    		if (i != 0 && T[(i + 1) / 2 - 1] == Nil && T[i] != Nil)
    		{
    			printf("出现无双亲的非根结点%d
    ", T[i]);
    			exit(ERROR);
    		}
    		i++;
    	}
    	while (i < MAX_TREE_SIZE)
    	{
    		T[i] = Nil;
    		i++;
    	}
    	return OK;
    }
    Status BiTreeEmpty(SqBiTree T)
    {
    	if (T[0] == Nil)
    		return TRUE;
    	else
    		return FALSE;
    }
    int BiTreeDepth(SqBiTree T)
    {
    	int i, j = -1;
    	for (i = MAX_TREE_SIZE - 1; i >= 0; i--)
    		if (T[i] != Nil)
    			break;
    	i++;
    	do
    		j++;
    	while (i >= pow(2, j));
    	return j;
    }
    Status Root(SqBiTree T, TElemType *e)
    {
    
    	if (BiTreeEmpty(T))
    		return ERROR;
    	else
    	{
    		*e = T[0];
    		return OK;
    	}
    }
    Status(*VisitFunc)(TElemType);
    void PreTraverse(SqBiTree T, int e)
    {
    	VisitFunc(T[e]);
    	if (T[2 * e + 1] != Nil)
    		PreTraverse(T, 2 * e + 1);
    	if (T[2 * e + 2] != Nil)
    		PreTraverse(T, 2 * e + 2);
    }
    Status PreOrderTraverse(SqBiTree T, Status(*Visit)(TElemType))
    {
    	VisitFunc = Visit;
    	if (!BiTreeEmpty(T))
    		PreTraverse(T, 0);
    	printf("
    ");
    	return OK;
    }
    void InTraverse(SqBiTree T, int e)
    {
    	if (T[2 * e + 1] != Nil)
    		InTraverse(T, 2 * e + 1);
    	VisitFunc(T[e]);
    	if (T[2 * e + 2] != Nil)
    		InTraverse(T, 2 * e + 2);
    }
    Status InOrderTraverse(SqBiTree T, Status(*Visit)(TElemType))
    {
    	VisitFunc = Visit;
    	if (!BiTreeEmpty(T))
    		InTraverse(T, 0);
    	printf("
    ");
    	return OK;
    }
    void PostTraverse(SqBiTree T, int e)
    {
    	if (T[2 * e + 1] != Nil)
    		PostTraverse(T, 2 * e + 1);
    	if (T[2 * e + 2] != Nil)
    		PostTraverse(T, 2 * e + 2);
    	VisitFunc(T[e]);
    }
    Status PostOrderTraverse(SqBiTree T, Status(*Visit)(TElemType))
    {
    	VisitFunc = Visit;
    	if (!BiTreeEmpty(T))
    		PostTraverse(T, 0);
    	printf("
    ");
    	return OK;
    }
    void LevelOrderTraverse(SqBiTree T, Status(*Visit)(TElemType))
    {
    	int i = MAX_TREE_SIZE - 1, j;
    	while (T[i] == Nil)
    		i--;
    	for (j = 0; j <= i; j++)
    		if (T[j] != Nil)
    			Visit(T[j]);
    	printf("
    ");
    }
    void main()
    {
        Status i;
    	TElemType e;
    	SqBiTree T, s;
        printf("
    ");
    	printf("--------------------------------");
    	printf("   2019级电科一班方传祥作品   ");
    	printf("----------------------------------
    ");
    	InitBiTree(T);
    	CreateBiTree(T);
    	printf(" 
    树的深度=%d
    ",BiTreeDepth(T));
    	i = Root(T, &e);
    	if (i)
    		printf("
    二叉树的根为:%d
    ", e);
    	else
    		printf("树空,无根
    ");
    	printf("
    先序遍历二叉树:
    ");
    	PreOrderTraverse(T, visit);
    	printf("
    中序遍历二叉树:
    ");
    	InOrderTraverse(T, visit);
    	printf("
    后序遍历二叉树:
    ");
    	PostOrderTraverse(T, visit);
        printf("
    层序遍历二叉树:
    ");
    	LevelOrderTraverse(T, visit);
    }
    
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  • 原文地址:https://www.cnblogs.com/ztguang/p/14199894.html
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