/* Copyright 2008-2010 Gephi Authors : Mathieu Bastian <mathieu.bastian@gephi.org> Website : http://www.gephi.org This file is part of Gephi. DO NOT ALTER OR REMOVE COPYRIGHT NOTICES OR THIS HEADER. Copyright 2011 Gephi Consortium. All rights reserved. The contents of this file are subject to the terms of either the GNU General Public License Version 3 only ("GPL") or the Common Development and Distribution License("CDDL") (collectively, the "License"). You may not use this file except in compliance with the License. You can obtain a copy of the License at http://gephi.org/about/legal/license-notice/ or /cddl-1.0.txt and /gpl-3.0.txt. See the License for the specific language governing permissions and limitations under the License. When distributing the software, include this License Header Notice in each file and include the License files at /cddl-1.0.txt and /gpl-3.0.txt. 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Contributor(s): Portions Copyrighted 2011 Gephi Consortium. */ package org.gephi.ranking.plugin; import java.util.ArrayList; import java.util.List; import org.gephi.graph.api.Edge; import org.gephi.graph.api.Graph; import org.gephi.graph.api.Node; import org.gephi.ranking.api.Ranking; /** * Abstract ranking implementation, providing min/max storage. * <p> * It also has convenient static methods: * <ul><li><b>refreshMinMax:</b> Refresh the minimum and maximum of the ranking for * the given graph.</li> * <li><b>getMin:</b> Returns the minimum of a Comparable array.</li> * <li><b>getMax:</b> Returns the maximum of a Comparable array.</li></ul> * * @author Mathieu Bastian */ public abstract class AbstractRanking<Element> implements Ranking<Element> { private final String name; protected final String elementType; protected Number minimum; protected Number maximum; public AbstractRanking(String elementType, String name) { this.elementType = elementType; this.name = name; } @Override public Number getMinimumValue() { return minimum; } @Override public Number getMaximumValue() { return maximum; } public void setMinimumValue(Number value) { this.minimum = value; } public void setMaximumValue(Number value) { this.maximum = value; } @Override public String getElementType() { return elementType; } @Override public String getName() { return name; } /** * Refresh the min and max of <code>ranking</code>. * @param ranking the ranking to find min and ma * @param graph the graph where values are from */ public static void refreshMinMax(AbstractRanking ranking, Graph graph) { if (ranking.getElementType().equals(Ranking.NODE_ELEMENT)) { List<Comparable> objects = new ArrayList<Comparable>(); for (Node node : graph.getNodes().toArray()) { Comparable value = (Comparable) ranking.getValue(node); if (value != null) { objects.add(value); } } ranking.setMinimumValue((Number) getMin(objects.toArray(new Comparable[0]))); ranking.setMaximumValue((Number) getMax(objects.toArray(new Comparable[0]))); } else if (ranking.getElementType().equals(Ranking.EDGE_ELEMENT)) { List<Comparable> objects = new ArrayList<Comparable>(); for (Edge edge : graph.getEdges().toArray()) { Comparable value = (Comparable) ranking.getValue(edge); if (value != null) { objects.add(value); } } ranking.setMinimumValue((Number) getMin(objects.toArray(new Comparable[0]))); ranking.setMaximumValue((Number) getMax(objects.toArray(new Comparable[0]))); } } /** * Return the minimum of <code>values</code>. Return <code>NaN</code> if * <code>values</code> is empty. * @param values the values to find the minimum * @return the minimum of <code>values</code> or <code>NaN</code> */ public static Object getMin(Comparable[] values) { switch (values.length) { case 0: return Double.NaN; case 1: return values[0]; // values.length > 1 default: Comparable<?> min = values[0]; for (int index = 1; index < values.length; index++) { Comparable o = values[index]; if (o.compareTo(min) < 0) { min = o; } } return min; } } /** * Return the maximum of <code>values</code>. Return <code>NaN</code> if * <code>values</code> is empty. * @param values the values to find the maximum * @return the maximum of <code>values</code> or <code>NaN</code> */ public static Object getMax(Comparable[] values) { switch (values.length) { case 0: return Double.NaN; case 1: return values[0]; // values.length > 1 default: Comparable<?> max = values[0]; for (int index = 1; index < values.length; index++) { Comparable o = values[index]; if (o.compareTo(max) > 0) { max = o; } } return max; } } }