一,定义
双向循环队列是在循环队列的基础之上,对头上添加了插入操作,在队尾添加了删除操作,最后此循环队列在对头和队尾均有插入和删除的功能。
二:判断队列的一些操作需注意的事情
假如队列的数据结构为
typedef struct node {
datatype data[maxsize];
int front;
int rear;
};
struct node Q;
队列长度:(Q.rear-Q.front+maxsize)%maxsize;
队列满:(Q.rear+1)%maxsize==Q.front
对头向前移动:Q.front=(Q.front+1)%maxsize
队尾向前移动:Q.rear=(Q.rear+1)%maxsize
队空:Q.rear==Q.front
三:循环队列的操作定义
class Deque { private: int maxSize; int left; int right; int nItems; long[] myDeque; public: //constructor Deque(int maxSize){ this.maxSize = maxSize; this.myDeque = new long[this.maxSize]; this.nItems = 0; this.left = this.maxSize; this.right = -1; } //insert a number into left side void insertLeft(long n){ if(this.left==0) this.left = this.maxSize; this.myDeque[--this.left] = n; this.nItems++; } //insert a number into right side void insertRight(long n){ if(this.right==this.maxSize-1) this.right = -1; this.myDeque[++this.right] = n; this.nItems++; } //remove from left long removeLeft(){ long temp = this.myDeque[this.left++]; if(this.left==this.maxSize) this.left = 0; this.nItems--; return temp; } //remove from right long removeRight(){ long temp = this.myDeque[this.right--]; if(this.left==-1) this.left = this.maxSize-1; this.nItems--; return temp; } //return true if deQue is empty boolean isEmpty(){ return (this.nItems==0); } //return size of the deQue int size(){ return this.nItems; } } ;