* Removed Help window

* Switched to documentation from the Wiki.

build.xml

@@ -99,7 +99,7 @@
 		<!-- Copy the documentation -->
 		<delete file="${dist.dir}/README.TXT"/>
 		<copy todir="${dist.dir}/doc">
-			<fileset dir="documentation"/>
+			<fileset dir="../wiki"/>
 		</copy>
 	</target>
 

nbproject/project.properties

@@ -1,8 +1,8 @@
 application.desc=A simple program for Lie algebras
-application.homepage=http://strings.fmns.rug.nl/SimpLie/
+application.homepage=http://code.google.com/p/simplie/
 application.title=SimpLie
 application.vendor=Teake Nutma
-application.version=1.3.0beta
+application.version=1.3.0
 build.classes.dir=${build.dir}/classes
 build.classes.excludes=**/*.java,**/*.form
 # This directory is removed when the project is cleaned:

src/edu/simplie/SimpLieView.form

@@ -142,14 +142,6 @@
             <AuxValue name="JavaCodeGenerator_VariableModifier" type="java.lang.Integer" value="0"/>
           </AuxValues>
           <SubComponents>
-            <MenuItem class="javax.swing.JMenuItem" name="helpMenuItem">
-              <Properties>
-                <Property name="action" type="javax.swing.Action" editor="org.netbeans.modules.swingapp.ActionEditor">
-                  <action class="edu.simplie.SimpLieView" id="showHelp" methodName="showHelp"/>
-                </Property>
-                <Property name="name" type="java.lang.String" value="helpMenuItem" noResource="true"/>
-              </Properties>
-            </MenuItem>
             <MenuItem class="javax.swing.JMenuItem" name="aboutMenuItem">
               <Properties>
                 <Property name="action" type="javax.swing.Action" editor="org.netbeans.modules.swingapp.ActionEditor">

src/edu/simplie/SimpLieView.java

@@ -168,9 +168,8 @@ private void initComponents() {
         exportToTexItem = new javax.swing.JMenuItem();
         exporRootsItem = new javax.swing.JMenuItem();
         outputItem = new javax.swing.JMenuItem();
-        javax.swing.JMenu helpMenu = new javax.swing.JMenu();
-        helpMenuItem = new javax.swing.JMenuItem();
-        javax.swing.JMenuItem aboutMenuItem = new javax.swing.JMenuItem();
+        helpMenu = new javax.swing.JMenu();
+        aboutMenuItem = new javax.swing.JMenuItem();
         exportToTex = new edu.simplie.ui.ExportToTex();
         systemOutTextArea = new edu.simplie.ui.SystemOutTextArea();
         statusPanel = new javax.swing.JPanel();
@@ -253,10 +252,6 @@ private void initComponents() {
         helpMenu.setText(resourceMap.getString("helpMenu.text")); // NOI18N
         helpMenu.setName("helpMenu"); // NOI18N
 
-        helpMenuItem.setAction(actionMap.get("showHelp")); // NOI18N
-        helpMenuItem.setName("helpMenuItem"); // NOI18N
-        helpMenu.add(helpMenuItem);
-
         aboutMenuItem.setAction(actionMap.get("showAboutBox")); // NOI18N
         aboutMenuItem.setName("aboutMenuItem"); // NOI18N
         helpMenu.add(aboutMenuItem);
@@ -477,28 +472,17 @@ public void exportRoots()
 		}
 	}
 
-	@Action
-	public void showHelp()
-	{
-       if (helpDialog == null) {
-            JFrame mainFrame = SimpLieApp.getApplication().getMainFrame();
-            helpDialog = new SimpLieHelp(mainFrame);
-            helpDialog.setLocationRelativeTo(mainFrame);
-        }
-        SimpLieApp.getApplication().show(helpDialog);
-	}
-
-
 
 
     // Variables declaration - do not modify//GEN-BEGIN:variables
+    private javax.swing.JMenuItem aboutMenuItem;
     private edu.simplie.ui.AlgebraInfo algebraInfo;
     private edu.simplie.ui.AlgebraSetup algebraSetup;
     private javax.swing.JMenuItem clearItem;
     private javax.swing.JMenuItem exporRootsItem;
     private edu.simplie.ui.ExportToTex exportToTex;
     private javax.swing.JMenuItem exportToTexItem;
-    private javax.swing.JMenuItem helpMenuItem;
+    private javax.swing.JMenu helpMenu;
     private javax.swing.JSeparator jSeparator1;
     private javax.swing.JSeparator jSeparator2;
     private javax.swing.JSeparator jSeparator3;

src/edu/simplie/resources/SimpLieApp.properties

@@ -2,7 +2,7 @@
 
 Application.name = SimpLie
 Application.title = SimpLie
-Application.version = 1.3.0beta
+Application.version = 1.3.0
 Application.vendor = Teake Nutma
 Application.homepage = http://code.google.com/p/simplie/
 Application.description = A simple program for Lie algebras
@@ -37,8 +37,6 @@ algebraSetup.internalTooltip=Info on the internal algebra (orange nodes).
 algebraSetup.subTooltip=Info on the regular subalgebra (white nodes).
 algebraSetup.fullTooltip=Info on the full algebra (all nodes).
 
-help.helpText=ALGEBRA SETUP\n-------------\n\nWithin the white Dynkin diagram panel of the Algebra Setup tab one\ncan interactively 'click' a Dykin diagram together. The relevant\ncommands are:\n\n    * Left mouse-click: Add a node. Hold shift to automatically add\n      a connection to the previous node.\n    * Middle mouse-click or alt-left: Toggle a node.\n    * Right mouse-click: Bring up context menu. From the context menu,\n      you can:\n          o Add/remove a node if the mouse is on an empty location.\n          o Add/remove a connection if the mouse is over a node. \n            Left click on a second node to finish the action.\n          o Toggle a node.\n          o Remove a node.\n\nA decomposition is specified by disabling one or more nodes. The \n'level-nodes' are black, the 'internal nodes' are orange, and the \nregular subalgebra nodes remain white.\n\n\nALGEBRA INFO\n------------\n\nThis tab gives some basic information about the previously entered Lie algebra.\nYou can select whether to view the information for the full algebra, the regular\nsubalgebra, or for the interal algebra.\n\n    * Matrices: Displays some of the relevant matrices for the algebra.\n    * Roots: lists all the roots of the algebra.\n    * Representations: Here it is possible to enter Dynkin labels for a \n      representation and the computer calculate the dimension and all the weights.\n\n\nLEVEL DECOMPOSITION\n-------------------\n\nIn this tab a level decomposition of the Dynkin diagram set up previously \ncan be calculated. The columns in the subalgebra representations panel\nare the following:\n\n    * l : Level(s).\n    * p_r : Dynkin labels of the regular subalgebra part.\n    * p_i : Dynkin labels of the internal part.\n    * vector : Root vector.\n    * a^2 : Root norm.\n    * d_r : Dimension of the regular subalgebra part.\n    * d_i : Dimension of the internal part.\n    * mult : The root multiplicity.\n    * mu : The outer multiplicity of the representation.\n    * h : The height of lowest / highest weight.\n\n\nVISUALIZATION\n-------------\n\nIn this tab any Lie algebra can be "visualized": a 3D Hasse diagram can be drawn\nof the root system of the algebra. The diagram interaction is as follows:\n\n    * Left-button mouse drag: Translate.\n    * Mouse scroll: Zoom.\n    * Right-button mouse drag or alt-left-button drag: rotate. 
-help.title=SimpLie Help
 projector.draw=Draw
 projector.maxHeight=Maximum height:
 projector.rbCoxeter=Coxeter plane