org.luaj.vm2.lib.MathLib Maven / Gradle / Ivy
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* Copyright (c) 2009 Luaj.org. All rights reserved.
*
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*
* The above copyright notice and this permission notice shall be included in
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*
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package org.luaj.vm2.lib;
import java.util.Random;
import org.luaj.vm2.LuaDouble;
import org.luaj.vm2.LuaTable;
import org.luaj.vm2.LuaValue;
import org.luaj.vm2.Varargs;
/**
* Subclass of {@link LibFunction} which implements the lua standard {@code math}
* library.
*
* It contains only the math library support that is possible on JME.
* For a more complete implementation based on math functions specific to JSE
* use {@link org.luaj.vm2.lib.jse.JseMathLib}.
* In Particular the following math functions are not implemented by this library:
*
* - acos
* - asin
* - atan
* - cosh
* - log
* - sinh
* - tanh
* - atan2
*
*
* The implementations of {@code exp()} and {@code pow()} are constructed by
* hand for JME, so will be slower and less accurate than when executed on the JSE platform.
*
* Typically, this library is included as part of a call to either
* {@link JsePlatform#standardGlobals()} or {@link JmePlatform#standardGlobals()}
*
{@code
* Globals globals = JsePlatform.standardGlobals();
* System.out.println( globals.get("math").get("sqrt").call( LuaValue.valueOf(2) ) );
* }
* When using {@link JsePlaform} as in this example, the subclass {@link JseMathLib} will
* be included, which also includes this base functionality.
*
* To instantiate and use it directly,
* link it into your globals table via {@link LuaValue#load(LuaValue)} using code such as:
*
{@code
* Globals globals = new Globals();
* globals.load(new JseBaseLib());
* globals.load(new PackageLib());
* globals.load(new MathLib());
* System.out.println( globals.get("math").get("sqrt").call( LuaValue.valueOf(2) ) );
* }
* Doing so will ensure the library is properly initialized
* and loaded into the globals table.
*
* This has been implemented to match as closely as possible the behavior in the corresponding library in C.
* @see LibFunction
* @see JsePlatform
* @see JmePlatform
* @see JseMathLib
* @see Lua 5.2 Math Lib Reference
*/
public class MathLib extends TwoArgFunction {
public static MathLib MATHLIB = null;
public MathLib() {
MATHLIB = this;
}
public LuaValue call(LuaValue modname, LuaValue env) {
LuaTable math = new LuaTable(0,30);
math.set("abs", new abs());
math.set("ceil", new ceil());
math.set("cos", new cos());
math.set("deg", new deg());
math.set("exp", new exp(this));
math.set("floor", new floor());
math.set("fmod", new fmod());
math.set("frexp", new frexp());
math.set("huge", LuaDouble.POSINF );
math.set("ldexp", new ldexp());
math.set("max", new max());
math.set("min", new min());
math.set("modf", new modf());
math.set("pi", Math.PI );
math.set("pow", new pow());
random r;
math.set("random", r = new random());
math.set("randomseed", new randomseed(r));
math.set("rad", new rad());
math.set("sin", new sin());
math.set("sqrt", new sqrt());
math.set("tan", new tan());
env.set("math", math);
env.get("package").get("loaded").set("math", math);
return math;
}
abstract protected static class UnaryOp extends OneArgFunction {
public LuaValue call(LuaValue arg) {
return valueOf(call(arg.checkdouble()));
}
abstract protected double call(double d);
}
abstract protected static class BinaryOp extends TwoArgFunction {
public LuaValue call(LuaValue x, LuaValue y) {
return valueOf(call(x.checkdouble(), y.checkdouble()));
}
abstract protected double call(double x, double y);
}
static final class abs extends UnaryOp { protected double call(double d) { return Math.abs(d); } }
static final class ceil extends UnaryOp { protected double call(double d) { return Math.ceil(d); } }
static final class cos extends UnaryOp { protected double call(double d) { return Math.cos(d); } }
static final class deg extends UnaryOp { protected double call(double d) { return Math.toDegrees(d); } }
static final class floor extends UnaryOp { protected double call(double d) { return Math.floor(d); } }
static final class rad extends UnaryOp { protected double call(double d) { return Math.toRadians(d); } }
static final class sin extends UnaryOp { protected double call(double d) { return Math.sin(d); } }
static final class sqrt extends UnaryOp { protected double call(double d) { return Math.sqrt(d); } }
static final class tan extends UnaryOp { protected double call(double d) { return Math.tan(d); } }
static final class exp extends UnaryOp {
final MathLib mathlib;
exp(MathLib mathlib) {
this.mathlib = mathlib;
}
protected double call(double d) {
return mathlib.dpow_lib(Math.E,d);
}
}
static final class fmod extends BinaryOp {
protected double call(double x, double y) {
double q = x/y;
return x - y * (q>=0? Math.floor(q): Math.ceil(q));
}
}
static final class ldexp extends BinaryOp {
protected double call(double x, double y) {
// This is the behavior on os-x, windows differs in rounding behavior.
return x * Double.longBitsToDouble((((long) y) + 1023) << 52);
}
}
static final class pow extends BinaryOp {
protected double call(double x, double y) {
return MathLib.dpow_default(x, y);
}
}
static class frexp extends VarArgFunction {
public Varargs invoke(Varargs args) {
double x = args.checkdouble(1);
if ( x == 0 ) return varargsOf(ZERO,ZERO);
long bits = Double.doubleToLongBits( x );
double m = ((bits & (~(-1L<<52))) + (1L<<52)) * ((bits >= 0)? (.5 / (1L<<52)): (-.5 / (1L<<52)));
double e = (((int) (bits >> 52)) & 0x7ff) - 1022;
return varargsOf( valueOf(m), valueOf(e) );
}
}
static class max extends VarArgFunction {
public Varargs invoke(Varargs args) {
double m = args.checkdouble(1);
for ( int i=2,n=args.narg(); i<=n; ++i )
m = Math.max(m,args.checkdouble(i));
return valueOf(m);
}
}
static class min extends VarArgFunction {
public Varargs invoke(Varargs args) {
double m = args.checkdouble(1);
for ( int i=2,n=args.narg(); i<=n; ++i )
m = Math.min(m,args.checkdouble(i));
return valueOf(m);
}
}
static class modf extends VarArgFunction {
public Varargs invoke(Varargs args) {
double x = args.checkdouble(1);
double intPart = ( x > 0 ) ? Math.floor( x ) : Math.ceil( x );
double fracPart = x - intPart;
return varargsOf( valueOf(intPart), valueOf(fracPart) );
}
}
static class random extends LibFunction {
Random random = new Random();
public LuaValue call() {
return valueOf( random.nextDouble() );
}
public LuaValue call(LuaValue a) {
int m = a.checkint();
if (m<1) argerror(1, "interval is empty");
return valueOf( 1 + random.nextInt(m) );
}
public LuaValue call(LuaValue a, LuaValue b) {
int m = a.checkint();
int n = b.checkint();
if (n 0; whole>>=1, v*=v )
if ( (whole & 1) != 0 )
p *= v;
if ( (b -= whole) > 0 ) {
int frac = (int) (0x10000 * b);
for ( ; (frac&0xffff)!=0; frac<<=1 ) {
a = Math.sqrt(a);
if ( (frac & 0x8000) != 0 )
p *= a;
}
}
return p;
}
}