import java.util.ArrayList;
import java.util.LinkedList;
import java.util.List;
import java.util.Queue;
import java.util.Stack;
class Edge{//边
Object verAdj;//该弧指向的节点名
int weight;//权重
Edge nextEdge;//指向下一条弧
}
class Vertex{//顶点
Object verName;//顶点名称
Edge edgeHead;//边链表的头节点
}
public class GrapLinkedListExample {
private List<Vertex> list;//用来存储顶点
@SuppressWarnings("unused")
private boolean isDirectcted;
public GrapLinkedListExample(int[] vex,int[][] edges,boolean isDirected){//图的初始化
list=new ArrayList<Vertex>(vex.length);//初始化顶点个数
this.isDirectcted=isDirected;//判断图是否又向
//如果为无向图
if(!isDirected){
for(int i=0;i<vex.length;i++){
list.add(new Vertex());
list.get(i).verName=vex[i];//把节点放入list
Edge cur=null;//记录当前位置
for(int j=0;j<edges.length;j++){
if(edges[j][0]==vex[i]){
if(list.get(i).edgeHead==null){//表头边结点
list.get(i).edgeHead=new Edge();
list.get(i).edgeHead.verAdj=edges[j][1];//相邻边节点
list.get(i).edgeHead.weight=edges[j][2];//
cur=list.get(i).edgeHead;//当前边节点
}
else{//如果不是表头边节点
while(cur.nextEdge!=null){//让当前节点指向一个空节点
cur=cur.nextEdge;
}
cur.nextEdge=new Edge();
cur=cur.nextEdge;
cur.verAdj=edges[j][1];
cur.weight=edges[j][2];
}
}else if(edges[j][1]==vex[i]){//无向图为双向
if(list.get(i).edgeHead==null){//表头边结点
list.get(i).edgeHead=new Edge();
list.get(i).edgeHead.verAdj=edges[j][0];//相邻边节点
list.get(i).edgeHead.weight=edges[j][2];//
cur=list.get(i).edgeHead;//当前边节点
}
else{//如果不是表头边节点
while(cur.nextEdge!=null){//让当前节点指向一个空节点
cur=cur.nextEdge;
}
cur.nextEdge=new Edge();
cur=cur.nextEdge;
cur.verAdj=edges[j][0];
cur.weight=edges[j][2];
}
}
}
}
}else{//如果为有向图
for(int i=0;i<vex.length;i++){//有向图为单向
list.add(new Vertex());
list.get(i).verName=vex[i];//把节点放入list
Edge cur=null;//记录当前位置
for(int j=0;j<edges.length;j++){
if(edges[j][0]==vex[i]){
if(list.get(i).edgeHead==null){//表头边结点
list.get(i).edgeHead=new Edge();
list.get(i).edgeHead.verAdj=edges[j][1];//相邻边节点
list.get(i).edgeHead.weight=edges[j][2];//
cur=list.get(i).edgeHead;//当前边节点
}
else{//如果不是表头边节点
while(cur.nextEdge!=null){//让当前节点指向一个空节点
cur=cur.nextEdge;
}
cur.nextEdge=new Edge();
cur=cur.nextEdge;
cur.verAdj=edges[j][1];
cur.weight=edges[j][2];
}
}
}
}
}
}
//根据元素获取下标
public int getIndexByVex(Object vex){
for(int i=0;i<list.size();i++){
if(list.get(i).verName.equals(vex)){
return i;
}
}
return -1;
}
//广度优先遍历
public void BreadthFirstSearch(GrapLinkedListExample g){
if(g.list.size()==0||g.list==null){
return;
}
Queue<Vertex> vex=new LinkedList<Vertex>();
boolean visit[]=new boolean[g.list.size()];
vex.offer(g.list.get(0));//第一个元素入队
while(!vex.isEmpty()){
Vertex point=vex.poll();//第一个节点出队
if(!visit[g.getIndexByVex(point.verName)]){
System.out.print(point.verName);//输出节点
visit[g.getIndexByVex(point.verName)]=true;//置标记为true
}
if(point.edgeHead!=null){
Edge epoint=point.edgeHead;
//System.out.println(epoint.verAdj);
while(epoint.nextEdge!=null){
if(!visit[g.getIndexByVex(epoint.verAdj)]){
System.out.print(epoint.verAdj);
visit[g.getIndexByVex(epoint.verAdj)]=true;
vex.offer(g.list.get(g.getIndexByVex(epoint.verAdj)));
}
epoint=epoint.nextEdge;
}
if(!visit[g.getIndexByVex(epoint.verAdj)]){
System.out.print(epoint.verAdj);
visit[g.getIndexByVex(epoint.verAdj)]=true;
vex.offer(g.list.get(g.getIndexByVex(epoint.verAdj)));
}
}
}
}
//深度优先遍历
public void FirstDepthSearch(GrapLinkedListExample g){
boolean visit[]=new boolean[g.list.size()];
if(g.list.size()==0||g.list==null){
return;
}
Stack<Vertex> stack=new Stack<Vertex>();
stack.push(g.list.get(0));//让第一个顶点压栈
while(!stack.isEmpty()){
Vertex vex=stack.pop();//弹栈
if(!visit[g.getIndexByVex(vex.verName)]){
System.out.print(vex.verName);//输出
visit[g.getIndexByVex(vex.verName)]=true;
}
if(vex.edgeHead!=null){
Edge edge=vex.edgeHead;
while(edge.nextEdge!=null){
if(!visit[g.getIndexByVex(edge.verAdj)]){
stack.push(g.list.get(g.getIndexByVex(edge.verAdj)));
}
edge=edge.nextEdge;
}
if(!visit[g.getIndexByVex(edge.verAdj)]){
stack.push(g.list.get(g.getIndexByVex(edge.verAdj)));
}
}
}
}
public static void main(String[] args){
int[] vexs = {0,1,2,3,4,5};
int[][] edges = {{0,1,100},{0,2,100},{0,3,100},{1,4,100},{2,5,100},{4,5,100},{5,3,100}};
GrapLinkedListExample g=new GrapLinkedListExample(vexs,edges,false);
//g.BreadthFirstSearch(g);
g.FirstDepthSearch(g);
}
}
图的邻接表ATP以及遍历(非递归深度和广度遍历)
原文作者:数据结构之图
原文地址: https://blog.csdn.net/qq_40163148/article/details/83996644
本文转自网络文章,转载此文章仅为分享知识,如有侵权,请联系博主进行删除。
原文地址: https://blog.csdn.net/qq_40163148/article/details/83996644
本文转自网络文章,转载此文章仅为分享知识,如有侵权,请联系博主进行删除。