图解
代码实现
package com. atguigu. graph; import java. util. ArrayList;
import java. util. Arrays;
public class Graph { private ArrayList< String> vertexList; private int [ ] [ ] edges; private int numOfEdges; private boolean [ ] isVisited; public static void main ( String[ ] args) { int n= 5 ; String Vertexs[ ] = { "A" , "B" , "C" , "D" , "E" } ; Graph graph = new Graph ( n) ; for ( String vertex: Vertexs) { graph. insertVertex ( vertex) ; } graph. insertEdge ( 0 , 1 , 1 ) ; graph. insertEdge ( 0 , 2 , 1 ) ; graph. insertEdge ( 1 , 2 , 1 ) ; graph. insertEdge ( 1 , 3 , 1 ) ; graph. insertEdge ( 1 , 4 , 1 ) ; graph. showGraph ( ) ; System. out. println ( "深度遍历" ) ; graph. dfs ( ) ; } public Graph ( int n) { edges = new int [ n] [ n] ; vertexList = new ArrayList < > ( n) ; numOfEdges= 0 ; isVisited= new boolean [ 5 ] ; } public int getFirstNeighbor ( int index) { for ( int j = 0 ; j < vertexList. size ( ) ; j++ ) { if ( edges[ index] [ j] > 0 ) { return j; } } return - 1 ; } public int getNextNeighbor ( int v1, int v2) { for ( int j= v2+ 1 ; j< vertexList. size ( ) ; j++ ) { if ( edges[ v1] [ j] > 0 ) { return j; } } return - 1 ; } public void dfs ( boolean [ ] isVisited, int i) { System. out. print ( getValueByIndex ( i) + "->" ) ; isVisited[ i] = true ; int w= getFirstNeighbor ( i) ; while ( w!= - 1 ) { if ( ! isVisited[ w] ) { dfs ( isVisited, w) ; } w= getNextNeighbor ( i, w) ; } } public void dfs ( ) { for ( int i = 0 ; i < getNumOfVertex ( ) ; i++ ) { if ( ! isVisited[ i] ) { dfs ( isVisited, i) ; } } } public int getNumOfVertex ( ) { return vertexList. size ( ) ; } public void showGraph ( ) { for ( int [ ] link: edges) { System. out. println ( Arrays. toString ( link) ) ; } } public int getNumOfEdges ( ) { return numOfEdges; } public String getValueByIndex ( int i) { return vertexList. get ( i) ; } public int getWeight ( int v1, int v2) { return edges[ v1] [ v2] ; } public void insertVertex ( String vertex) { vertexList. add ( vertex) ; } public void insertEdge ( int v1, int v2, int weight) { edges[ v1] [ v2] = weight; edges[ v2] [ v1] = weight; numOfEdges++ ; } }