(1)栈:
操作受限的线性表,限定仅在表尾进行插入和删除操作。
表头端称为栈顶,表尾端称为栈底。
后进先出。
(2)栈的表示:
顺序栈和链式栈两种。
顺序栈:由栈底指针base、栈顶指针top和栈容量stacksize组成。
链式栈:由数据data和下一个数据的存放地址组成。
2、顺序栈的基本操作#include3、链式栈的基本操作#include //包含malloc、realloc等函数 #define MAXSIZE 100 #define StackIncrement 10 typedef int SElemType; //顺序栈的存储结构 typedef struct { SElemType *base; SElemType *top; int stacksize; } Sqstack;//sq是sequence(顺序)的缩写 //初始化 void InitStack(Sqstack *S) { S->base = (SElemType*)malloc(MAXSIZE*sizeof(SElemType)); if (!S->base) exit("顺序栈创建失败"); S->top = S->base; S->stacksize = MAXSIZE; } //销毁栈 void DestroyStack(Sqstack *S) { if(S->base) free(S->base);//像释放数组一样 S->stacksize = 0; S->top = S->base = NULL; } void ClearStack(Sqstack *S) { if(S->base) S->top = S->base; } //判断栈是否为空 void StackEmpty(Sqstack *S) { return S->base == S->top; } //栈的长度 void StackLength(Sqstack *S) { return (SElemType)(S->top - S->base); } //获取栈顶元素 SElemType GetTop(Sqstack S,&e) { if (S->base == S->top){ return 0; } *e = *(S->top - 1); return 1; } //插入元素 如果栈的最大长度不够用,需要重新开辟。 void Push(Sqstack *S,&e) { if (S->top - S->base >= S->stacksize) { S->base = (SElemType *)realloc(S->base, (S->stacksize + StackIncrement) * sizeof(SElemType)); if (!S->base) { exit("重新分配内存失败"); } S->top = S->base + S->stacksize; S->stacksize += StackIncrement; } *S->top++ = e; } SElemType Pop(Sqstack *S,e) { if (S->base == S->top){ return 0; } *e = *--S->top; return 1; } // 遍历栈 void StackTraverse(Sqstack *S,visit()) { if(S->base == S->top){ printf("Stack is NULLn"); return 0; } p = S->top; while(p>S->base){ p--; printf("%d", *p); } printf("n"); return 1; } int main() { Sqstack S; int e; InitStack(&S); }
#include#include //包含malloc、realloc等函数 #define MAXSIZE 100 #define StackIncrement 10 typedef int ElemType; //链式栈的存储结构 typedef struct LNode { ElemType data; struct LNode *next; } LNode; //初始化 void InitStack(Sqstack *S) { S= (LNode*)malloc(sizeof(LNode)); if (!S) exit("链式栈创建失败"); S->next = NULL; } //销毁栈 void DestroyStack(Sqstack *S) { LNode* p = S; LNode* q = p; while (p) { q = p; p = p->next; free(q); } free(q); } //清空栈 int ClearStack(Sqstack *S) { if(S->next == NULL) return 0; LNode *p = S->next; LNode *q; while(p) { q = p; p = p->next; free(q); } S->next = NULL; return 1; } //判断栈是否为空 int StackEmpty(Sqstack *S) { return S->next == NULL; } //栈的长度 int StackLength(Sqstack *S) { LNode *p = S; int i = 0; while(p->next) { p = p->next; i++; } return i; } //获取栈顶元素 int GetTop(Sqstack S,&e) { if (S->next == NULL) return ERROR; e = S->next->data; return 1; } //插入元素 如果栈的最大长度不够用,需要重新开辟。 int Push(Sqstack *S,&e) { LNode* p = (LNode*)malloc(sizeof(LNode)); if (p == NULL) exit(0); p->data = e; p->next = S->next; S->next = p; return 1; } //删除元素 int Pop(Sqstack *S,e) { if (S->next == NULL) return 0; e = S->next->data; LNode* p = S->next; S->next = p->next; free(p); return 1; } // 遍历栈 int StackTraverse(Sqstack *S,visit()) { if (S->next == NULL) return 0; LNode* p = S->next; while (p) { printf("%d ", p->data); p = p->next; } printf("n"); return 1; }
如有不足,请多指教~
(还有,我一直想知道,代码抄袭是怎么评判的……发个原创还很怕怕,搜了一下,都太像了)



