Graphs
import static org.junit.Assert.*;
import org.junit.Test;
public class TestGraph {
GraphAdjList<String,String> emptyGraph = new GraphAdjList<String,String>();
public void setUp() {
// http://www.air-ticket.us/airports/usa-airport-code.php
// may be helpful for generating test cases
}
@Test
public void TestEmpty(){
assertTrue(emptyGraph.isEmpty());
assertEquals(0,emptyGraph.numberVertices());
assertEquals(0,emptyGraph.numberEdges());
}
@Test
public void GetFromEmpty() {
assertNull(emptyGraph.getValue("MSP"));
}
@Test
public void TestOneVertex() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
assertFalse(emptyGraph.isEmpty());
assertEquals(1,emptyGraph.numberVertices());
assertEquals(0,emptyGraph.numberEdges());
assertEquals("Minneapolis/St.Paul, MN",emptyGraph.getValue("MSP"));
}
@Test (expected=NullPointerException.class)
public void addNullKey() {
emptyGraph.addVertex(null, "Minneapolis/St.Paul, MN");
}
@Test (expected=NullPointerException.class)
public void getNullKey() {
emptyGraph.getValue(null);
}
@Test (expected=InvalidKeyException.class)
public void TestDisallowRepeatedKeys() {
emptyGraph.addVertex("MSP", "Minneapolis, MN");
emptyGraph.addVertex("MSP", "St.Paul, MN");
}
@Test
public void TestAddEdge() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge("MSP","MIA",500);
assertFalse(emptyGraph.isEmpty());
assertEquals(2,emptyGraph.numberVertices());
assertEquals(1,emptyGraph.numberEdges());
}
@Test (expected=NullPointerException.class)
public void TestAddEdgeNullKey() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge(null,"MIA",500);
}
@Test (expected=InvalidKeyException.class)
public void TestAddEdgeNoSuchKey() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge("MSP","NOSUCHKEY",500);
}
@Test (expected=NegativeWeightException.class)
public void TestNegativeWeight() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge("MSP","MIA",-500);
}
@Test
public void TestGetEdgeWeight() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge("MSP","MIA",500);
assertEquals(500,emptyGraph.getEdgeWeight("MSP","MIA"));
}
@Test
public void TestMissingEdge() {
emptyGraph.addVertex("MSP", "Minneapolis/St.Paul, MN");
emptyGraph.addVertex("MIA", "Miami, FL");
emptyGraph.addEdge("MSP","MIA",500);
assertEquals(-1,emptyGraph.getEdgeWeight("MIA","MSP"));
}
}
import java.util.ArrayList;
/**
* Graph implementation for CSci 2101
* The graph is weighted (edges have int weights).
* It is implemented using adjacency lists.
* Repeated edges between vertices are not allowed
*
* @author Elena Machkasova
*
* @param <K> - vertex key type (searches on keys are implemented)
* @param <V> - vertex value type
*/
public class GraphAdjList<K, V> {
private ArrayList<Vertex> vertices = new ArrayList<Vertex>();
private int numberEdges;
/**
* @return true if the graph has no vertices and no edges,
* false otherwise
*/
public boolean isEmpty() {
return vertices.isEmpty();
}
/**
*
* @return the number of vertices in this graph
*/
public int numberVertices() {
return vertices.size();
}
/**
*
* @return the number of edges in this graph
*/
public int numberEdges() {
// TODO Auto-generated method stub
return 0;
}
/**
* Adds a vertex with a given key and value to a graph.
* The vertex is not connected to any vertices
*
* @param key - the key of the new vertex
* @param value - the value of the new vertex
* @throws NullPointerException if the key is null
* @throws InvalidKeyException if the key is already used
*/
public void addVertex(K key, V value) {
// TODO Auto-generated method stub
}
/**
* Returns the value associated with this key.
* If there are multiple vertices with this key, one of
* the values is returned.
*
* @param key - a key to search for
* @return - the value associated with this key.
* @throws NullPointerException if the key is null
*/
public V getValue(K key) {
// TODO Auto-generated method stub
return null;
}
/**
* Adds a directed edge between vertices with the two given keys (the
* two keys may be the same) and a given weight.
*
* @param key1 - the key of the starting vertex
* @param key2 - the key of the ending vertex
* @param weight - the weight of the edge
*
* @throws NullPointerException if at least one of the keys is null
* @throws InvalidKeyException if at least one of the keys
* is not in the graph
* @throws NegativeWeightException if the weight is negative
*/
public void addEdge(K key1, K key2, int weight) {
// TODO Auto-generated method stub
}
/**
* Returns the weight at the edge between key1 and key2,
* -1 if the edge is not in the graph
* @param key1 - the key of the starting vertex
* @param key2 - the key of the ending vertex
* @return - the weight at the given edge or -1 if the
* edge is not there.
*/
public int getEdgeWeight(K key1, K key2) {
// TODO Auto-generated method stub
return -1;
}
/**
* The method returns the graph vertices as key-value pairs
* using breadth-first search traversal starting at the
* vertex with a given key.
* @param key - the key of the starting vertex
* @return - the array list of vertices that it is
* connected to via a sequence of directed edges, ordered
* according to the breadth-first search.
*/
public ArrayList<KVPair<K,V>> breadthFirstSearch(K key) {
ArrayList<KVPair<K,V>> bfs = new ArrayList<KVPair<K,V>>();
// hint: use a queue
return bfs;
}
/**
* The method returns the graph vertices as key-value pairs
* using depth-first search traversal starting at the
* vertex with a given key.
* @param key - the key of the starting vertex
* @return - the array list of vertices that it is
* connected to via a sequence of directed edges, ordered
* according to the depth-first search.
*/
public ArrayList<KVPair<K,V>> depthFirstSearch(K key) {
ArrayList<KVPair<K,V>> dfs = new ArrayList<KVPair<K,V>>();
// hint: use a stack
return dfs;
}
/**
* Returns the sequence of keys in the shortest path from one vertex
* to another and the total weight of this path (as an Integer).
* @param start - the key of the starting vertex
* @param finish - the key of the ending vertex
* @return - the sequence of keys in the shortest path from one vertex
* to another and the total weight of this path (as an Integer).
*/
public KVPair<ArrayList<K>, Integer> shortestPath(K start, K finish) {
ArrayList<K> shortestPath = new ArrayList<K>();
// hint: use any Java Collections Framework structures
// you find useful
return new KVPair<ArrayList<K>, Integer>(shortestPath,Integer.MAX_VALUE);
}
private class Vertex {
public final K key;
public final V value;
private ArrayList<Edge> adjList = new
ArrayList<Edge>();
public Vertex(K key, V value) {
this.key = key;
this.value = value;
}
public void addEdge(Vertex endpoint, int weight) {
}
public int getEdgeWeight(K endpoint) {
// find endpoint in adjList, return its weight
// if not found, return -1
return -1;
}
}
private class Edge {
final public Vertex target;
final public int weight;
public Edge(Vertex target, int weight) {
this.target = target;
this.weight = weight;
}
}
}
public class InvalidKeyException extends RuntimeException {
}
public class NegativeWeightException extends RuntimeException {
}
/**
* A class for storing key-value pairs generated during
* traversals of a Binary Search Tree
* mypair.key gives the key, mypair.value gives the value
*
* @author Elena Machkasova
*
* @param <K> - key type
* @param <V> - value type
*/
public class KVPair<K, V> {
final public K key;
final public V value;
public KVPair(K key, V value) {
this.key = key;
this.value = value;
}
public boolean equals(Object other) {
if (! (other instanceof KVPair)) return false;
KVPair<K,V> otherPair = (KVPair<K,V>) other;
return (key.equals(otherPair.key) && value.equals(otherPair.value));
}
}
CSci 2101
course web site.