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Figure 4-1. The main loop of the TumbleweedThread class Listing 4-2 shows the code for TumbleweedThread.java. Listing 4-2. TumbleweedThread.java package net.frog_parrot.jump; import java.util.Random; /** * This class contains the loop that sets the tumbleweeds in motion. * * @author Carol Hamer */ public class TumbleweedThread extends Thread { //--------------------------------------------------------// fields /** * Whether the main thread would like this thread * to pause. */ private boolean myShouldPause;

Iff(p,q) (p <=> q) Implies(p,q) Not (p <=> q)



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Listing 2-4. Examining Device Capabilities and Presenting Options package com.apress.king.mediagrabber; import net.rim.device.api.ui.*; import net.rim.device.api.ui.component.*; import net.rim.device.api.ui.container.MainScreen; public class RecordingChoicesScreen extends MainScreen { private BasicEditField location = new BasicEditField ("Save location:", "file:///SDCard/BlackBerry", 100, Field.FIELD_VCENTER | BasicEditField.FILTER_FILENAME); private MenuItem audioItem = new MenuItem("Record Sound", 0, 0) { public void run() { launchRecorder(RecordingScreen.RECORD_AUDIO); } }; private MenuItem pictureItem = new MenuItem("Take a Picture", 0, 0) { public void run() { launchRecorder(RecordingScreen.RECORD_PICTURE); } }; private MenuItem videoItem = new MenuItem("Record Video", 0, 0) { public void run()





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let var (nm:Var) = Var(nm) let fresh = let count = ref 0 fun nm -> incr count; (sprintf "_%s%d" nm !count : Var) Listing 12-13 uses a minimalistic encoding of propositional logic terms, where True, Or, Iff, Implies, and Forall are derived constructs, defined using their standard classical definitions in terms of the primitives Var, And, Not, Exists, and False This is adequate for your purposes because you aren t so interested in preserving the original structure of formulae; if you do need to display a symbolic propositional formula, you re happy to display a form different than the original input Variables in formulae of type Prop are primitive propositions A primitive proposition is often used to model some real-world possibility For example, it is raining, it is cold, and it is snowing can be represented by Var("raining"), Var("cold"), and Var("snowing").

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{ launchRecorder(RecordingScreen.RECORD_VIDEO); } }; public RecordingChoicesScreen() { setTitle("MediaGrabber"); add(new LabelField("Please enter a save location, then select a recording choice from the menu.")); add(location); } public void close() { location.setDirty(false); super.close(); } public void makeMenu(Menu menu, int instance) { if (instance == Menu.INSTANCE_DEFAULT) { String property = System.getProperty("supports.audio.capture"); if (property != null && property.equals("true")) { menu.add(audioItem); } property = System.getProperty("video.snapshot.encodings"); if (property != null && property.length() > 0) { menu.add(pictureItem); } property = System.getProperty("supports.video.capture"); if (property != null && property.equals("true")) { menu.add(videoItem); } } super.makeMenu(menu, instance); } private void launchRecorder(int type) { String directory = location.getText(); RecordingScreen screen = new RecordingScreen(type, directory); UiApplication.getUiApplication().pushScreen(screen); } public boolean onSavePrompt() { return true; } }

/** * Whether the main thread would like this thread * to stop. */ private boolean myShouldStop; /** * A handle back to the graphical components. */ private Tumbleweed[] myTumbleweeds; /** * Random number generator to randomly decide when to appear. */ private Random myRandom = new Random(); //---------------------------------------------------------// initialization /** * standard constructor, sets data. */ TumbleweedThread(JumpCanvas canvas) throws Exception { myTumbleweeds = canvas.getTumbleweeds(); } //---------------------------------------------------------// actions /** * pause the thread. */ void pauseGame() { myShouldPause = true; } /** * restart the thread after a pause. */ synchronized void resumeGame() { myShouldPause = false; notify(); } /** * stops the thread. */

A Prop formula may be a tautology that is, something that is always true regardless of the interpretation of these primitives A formula is satisfiable if there is at least one interpretation for which it s true A formula can also be an axiom; for example, if it s snowing, then it s cold can be represented as the assumption Implies(Var("snowing"), Var("cold")) In this example, variables are used to represent a wire in a digital circuit that may be low or high When you re dealing directly with the abstract syntax for Prop, it can be convenient to define infix operators to help you build abstract syntax values Listing 12-13 shows the definition of seven operators (&&&, |||, ~~~, <=>, ===, ==>, and ^^^) that look a little like the notation you expect for propositional logic.

In this class, onSavePrompt() is overridden to suppress a warning about editing the location field. Since we don t actually save this field, the warning isn t necessary. Finally, Listing 2-5 shows the application s entry point, which creates and starts our RecordingChoicesScreen.

You also define the function var for building primitive propositions and fresh for generating fresh variables The types of these functions are as follows: val var : Var -> Prop val fresh : (string -> Var).

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