281 lines
6.7 KiB
Java
281 lines
6.7 KiB
Java
package graph;
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import OurApplication.OurLogElement;
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import logging.LogElementList;
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import java.awt.*;
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import java.util.*;
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public abstract class Graph<T extends VertexMarking, U extends EdgeMarking> {
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// ATTRIBUTE
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private String name;
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private Vector<MarkedVertex<T>> vertexes;
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private Vector<MarkedEdge<U>> edges;
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// KONSTRUKTOREN
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public Graph() {
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this.edges = new Vector<>();
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this.vertexes = new Vector<>();
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}
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public Graph(String s) {
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this();
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this.name = s;
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}
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// GET-ER
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public String getName() {
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return this.name;
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}
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public Vector<MarkedEdge<U>> getAllEdges() {
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return this.edges;
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}
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public Vector<MarkedVertex<T>> getAllVertexes() {
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return this.vertexes;
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}
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public abstract visualizationElements.Graph getScreenGraph();
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public abstract LogElementList<OurLogElement> getLogList();
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// SET-ER
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public void setName(String s) {
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this.name = s;
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}
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// Ausgabe
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public String toString() {
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String output = "";
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for (Vertex i: this.vertexes) {
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output += i.toString();
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output += "\n";
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}
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for (Edge i: this.edges) {
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output += i.toString();
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output += "\n";
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}
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return output;
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}
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// HINZUFÜGEN
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// Kante hinzufügen
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public void addEdge(MarkedEdge<U> e) {
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this.edges.add(e);
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}
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// Knoten hinzufügen
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public void addVertex(MarkedVertex<T> n) {
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this.vertexes.add(n);
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}
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// LÖSCHEN
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// Kante löschen
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public void removeEdge(MarkedEdge<U> e) {
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this.edges.remove(e);
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}
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public void removeEdge(String s) throws NameDoesNotExistException{
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for (MarkedEdge<U> i: this.edges) {
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if (Objects.equals(i.getName(), s)) {
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this.removeEdge(i);
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return;
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}
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}
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throw new NameDoesNotExistException("One of the Edges might not exist");
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}
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// Knoten löschen
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public void removeVertex(MarkedVertex<T> n) {
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for (MarkedEdge<U> i: this.edges) {
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if (i.getSource() == n || i.getDestination() == n) {
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this.removeEdge(i);
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}
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}
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this.vertexes.remove(n);
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}
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public void removeVertex(String s) throws NameDoesNotExistException{
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for (MarkedVertex<T> i: this.vertexes) {
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if (Objects.equals(i.getName(), s)) {
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this.removeVertex(i);
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return;
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}
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}
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throw new NameDoesNotExistException("One of the Vertexes might not exist");
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}
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// GRAPH EIGENSCHAFTEN
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// Kantenmenge
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public int numberOfEdges() {
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return this.edges.size();
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}
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// Knotenmenge
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public int numberOfVertexes() {
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return this.vertexes.size();
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}
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// Grad des Graphen
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// https://loeh.app.uni-regensburg.de/teaching/discmath_ws0910/graphentheorie_ueberblick.pdf
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public int degree() {
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return 2 * this.edges.size();
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}
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// Prüfung, ob Knoten im Graph
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public boolean hasVertex(MarkedVertex<T> n) {
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return this.vertexes.contains(n);
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}
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public boolean hasVertex(String s) {
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for (MarkedVertex<T> i: this.vertexes) {
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if (Objects.equals(i.getName(), s)) {
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return true;
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}
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}
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return false;
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}
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// Prüfung, ob Kante im Graph
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public boolean hasEdge(MarkedEdge<U> e) {
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return this.edges.contains(e);
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}
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public boolean hasEdge(String s) {
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for (MarkedEdge<U> i: this.edges) {
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if (Objects.equals(i.getName(), s)) {
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return true;
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}
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}
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return false;
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}
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// KNOTEN EIGENSCHAFTEN
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// Prüfung, ob Kante zwischen zwei Knoten
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// TODO schauen, ob es Aufgabe entspricht
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public boolean hasEdge(MarkedVertex<T> v1, MarkedVertex<T> v2) {
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for (MarkedEdge<U> i: this.edges) {
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if (i.getSource() == v1 && i.getDestination() == v2) {
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return true;
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} else if (i.getSource() == v2 && i.getDestination() == v1) {
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return true;
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}
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}
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return false;
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}
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public boolean hasEdge(String s1, String s2) throws NameDoesNotExistException {
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MarkedVertex<T> n1 = null;
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MarkedVertex<T> n2 = null;
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for (MarkedVertex<T> i: this.getAllVertexes()) {
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if (Objects.equals(i.getName(), s1)) {
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n1 = i;
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} else if (Objects.equals(i.getName(), s2)) {
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n2 = i;
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}
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}
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if (n1 == null || n2 == null) {
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throw new NameDoesNotExistException("One of the Vertexes might not exist");
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} else {
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return hasEdge(n1, n2);
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}
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}
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// Prüfung, ob zwei Knoten adjazent sind
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public boolean areAdjacent(MarkedVertex<T> n1, MarkedVertex<T> n2) {
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for (MarkedEdge<U> i: this.edges) {
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if ((i.getSource() == n1 && i.getDestination() == n2) || (i.getSource() == n2 && i.getDestination() == n1)) {
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return true;
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}
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}
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return false;
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}
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public boolean areAdjacent(String s1, String s2) throws NameDoesNotExistException {
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MarkedVertex<T> n1 = null;
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MarkedVertex<T> n2 = null;
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for (MarkedVertex<T> i: this.getAllVertexes()) {
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if (Objects.equals(i.getName(), s1)) {
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n1 = i;
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} else if (Objects.equals(i.getName(), s2)) {
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n2 = i;
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}
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}
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if (n1 == null || n2 == null) {
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throw new NameDoesNotExistException("One of the Vertexes might not exist");
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} else {
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return areAdjacent(n1, n2);
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}
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}
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// Prüfung, ob Knoten eine Schlinge besitzt
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public boolean hasLoop(MarkedVertex<T> n) {
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for (MarkedEdge<U> i: this.edges) {
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if (i.getSource() == i.getDestination() && i.getSource() == n) {
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return true;
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}
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}
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return false;
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}
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public boolean hasLoop(String s) throws NameDoesNotExistException{
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for (MarkedVertex<T> i: this.vertexes) {
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if (Objects.equals(i.getName(), s)) {
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return hasLoop(i);
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}
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}
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throw new NameDoesNotExistException("One of the Vertexes might not exist");
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}
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// Methode für das Zurücksetzten der Knotenfarben
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public void clearScreenGraphColor(){
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for(visualizationElements.Vertex screenVertexes : this.getScreenGraph().getVertexes()){
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screenVertexes.setColor(Color.BLACK);
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}
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}
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public abstract int getShortestPathDijkstra(MarkedVertex<T> n1, MarkedVertex<T> n2);
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public abstract int getShortestPathAStar(MarkedVertex<T> n1, MarkedVertex<T> n2);
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}
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