org.jruby

Class RubyMath

java.lang.Object

org.jruby.RubyMath

public class RubyMath
extends Object

Nested Class Summary

Nested Classes

Modifier and Type	Class and Description
static class	RubyMath.NemesLogGamma Inner class to help with Γ functions

Field Summary

Fields

Modifier and Type	Field and Description
static double[]	ASINH_COEF
static double[]	ATANH_COEF
static double[]	ERFC_COEF
static double[]	ERFC2_COEF
static double[]	ERFCC_COEF

Constructor Summary

Constructors

Constructor and Description
RubyMath()

Method Summary

Methods

Modifier and Type	Method and Description
static RubyFloat	acos(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	acos19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	acosh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	acosh19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	asin(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	asin19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	asinh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	asinh19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	atan(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	atan19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	atan2(ThreadContext context, IRubyObject recv, IRubyObject x, IRubyObject y)
static RubyFloat	atan219(ThreadContext context, IRubyObject recv, IRubyObject x, IRubyObject y)
static RubyFloat	atanh_19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	atanh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	cbrt(ThreadContext context, IRubyObject recv, IRubyObject x)
static double	chebylevSerie(double x, double[] coef)
static RubyFloat	cos(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	cos19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	cosh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	cosh19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyModule	createMathModule(Ruby runtime) Create the Math module and add it to the Ruby runtime.
static RubyFloat	erf(IRubyObject recv, IRubyObject x)
static RubyFloat	erf19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	erfc(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	erfc19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	exp(ThreadContext context, IRubyObject recv, IRubyObject exponent)
static RubyFloat	exp19(ThreadContext context, IRubyObject recv, IRubyObject exponent)
static RubyArray	frexp(ThreadContext context, IRubyObject recv, IRubyObject other)
static RubyArray	frexp19(ThreadContext context, IRubyObject recv, IRubyObject other)
static RubyFloat	gamma(ThreadContext context, IRubyObject recv, IRubyObject x) Based on Gergő Nemes's Gamma Function approximation formula, we compute approximate value of Gamma function of x.
static RubyFloat	hypot(ThreadContext context, IRubyObject recv, IRubyObject x, IRubyObject y)
static RubyFloat	hypot19(ThreadContext context, IRubyObject recv, IRubyObject x, IRubyObject y)
static RubyFloat	ldexp(ThreadContext context, IRubyObject recv, IRubyObject mantissa, IRubyObject exponent)
static RubyFloat	ldexp19(ThreadContext context, IRubyObject recv, IRubyObject mantissa, IRubyObject exponent)
static RubyArray	lgamma(ThreadContext context, IRubyObject recv, IRubyObject x) Based on Gergő Nemes's Gamma Function approximation formula, we compute Log Gamma function for real number x.
static RubyFloat	log_19(ThreadContext context, IRubyObject recv, IRubyObject[] args) Returns the natural logarithm of x.
static RubyFloat	log10_19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	log10(ThreadContext context, IRubyObject recv, IRubyObject x) Returns the base 10 logarithm of x.
static RubyFloat	log2_19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	log2(ThreadContext context, IRubyObject recv, IRubyObject x) Returns the base 2 logarithm of x.
static double	nemes_gamma(double x)
static double	sign(double x, double y)
static RubyFloat	sin(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	sin19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	sinh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	sinh19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	sqrt(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	sqrt19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	tan(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	tan19(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	tanh(ThreadContext context, IRubyObject recv, IRubyObject x)
static RubyFloat	tanh19(ThreadContext context, IRubyObject recv, IRubyObject x)

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Field Detail

ASINH_COEF

public static final double[] ASINH_COEF

ATANH_COEF

public static final double[] ATANH_COEF

ERFC_COEF

public static final double[] ERFC_COEF

ERFC2_COEF

public static final double[] ERFC2_COEF

ERFCC_COEF

public static final double[] ERFCC_COEF

Constructor Detail

RubyMath

public RubyMath()

Method Detail

createMathModule

public static RubyModule createMathModule(Ruby runtime)

Create the Math module and add it to the Ruby runtime.

chebylevSerie

public static double chebylevSerie(double x,
                   double[] coef)

sign

public static double sign(double x,
          double y)

atan2

public static RubyFloat atan2(ThreadContext context,
              IRubyObject recv,
              IRubyObject x,
              IRubyObject y)

atan219

public static RubyFloat atan219(ThreadContext context,
                IRubyObject recv,
                IRubyObject x,
                IRubyObject y)

cos

public static RubyFloat cos(ThreadContext context,
            IRubyObject recv,
            IRubyObject x)

cos19

public static RubyFloat cos19(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

sin

public static RubyFloat sin(ThreadContext context,
            IRubyObject recv,
            IRubyObject x)

sin19

public static RubyFloat sin19(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

tan

public static RubyFloat tan(ThreadContext context,
            IRubyObject recv,
            IRubyObject x)

tan19

public static RubyFloat tan19(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

asin

public static RubyFloat asin(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

asin19

public static RubyFloat asin19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

acos

public static RubyFloat acos(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

acos19

public static RubyFloat acos19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

atan

public static RubyFloat atan(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

atan19

public static RubyFloat atan19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

cosh

public static RubyFloat cosh(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

cosh19

public static RubyFloat cosh19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

sinh

public static RubyFloat sinh(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

sinh19

public static RubyFloat sinh19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

tanh

public static RubyFloat tanh(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

tanh19

public static RubyFloat tanh19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

acosh

public static RubyFloat acosh(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

acosh19

public static RubyFloat acosh19(ThreadContext context,
                IRubyObject recv,
                IRubyObject x)

asinh

public static RubyFloat asinh(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

asinh19

public static RubyFloat asinh19(ThreadContext context,
                IRubyObject recv,
                IRubyObject x)

atanh

public static RubyFloat atanh(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

atanh_19

public static RubyFloat atanh_19(ThreadContext context,
                 IRubyObject recv,
                 IRubyObject x)

exp

public static RubyFloat exp(ThreadContext context,
            IRubyObject recv,
            IRubyObject exponent)

exp19

public static RubyFloat exp19(ThreadContext context,
              IRubyObject recv,
              IRubyObject exponent)

log_19

public static RubyFloat log_19(ThreadContext context,
               IRubyObject recv,
               IRubyObject[] args)

Returns the natural logarithm of x.

log10

public static RubyFloat log10(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

Returns the base 10 logarithm of x.

log10_19

public static RubyFloat log10_19(ThreadContext context,
                 IRubyObject recv,
                 IRubyObject x)

log2

public static RubyFloat log2(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

Returns the base 2 logarithm of x.

log2_19

public static RubyFloat log2_19(ThreadContext context,
                IRubyObject recv,
                IRubyObject x)

sqrt

public static RubyFloat sqrt(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

sqrt19

public static RubyFloat sqrt19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

cbrt

public static RubyFloat cbrt(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

hypot

public static RubyFloat hypot(ThreadContext context,
              IRubyObject recv,
              IRubyObject x,
              IRubyObject y)

hypot19

public static RubyFloat hypot19(ThreadContext context,
                IRubyObject recv,
                IRubyObject x,
                IRubyObject y)

frexp

public static RubyArray frexp(ThreadContext context,
              IRubyObject recv,
              IRubyObject other)

frexp19

public static RubyArray frexp19(ThreadContext context,
                IRubyObject recv,
                IRubyObject other)

ldexp

public static RubyFloat ldexp(ThreadContext context,
              IRubyObject recv,
              IRubyObject mantissa,
              IRubyObject exponent)

ldexp19

public static RubyFloat ldexp19(ThreadContext context,
                IRubyObject recv,
                IRubyObject mantissa,
                IRubyObject exponent)

erf

public static RubyFloat erf(IRubyObject recv,
            IRubyObject x)

erf19

public static RubyFloat erf19(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

erfc

public static RubyFloat erfc(ThreadContext context,
             IRubyObject recv,
             IRubyObject x)

erfc19

public static RubyFloat erfc19(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

gamma

public static RubyFloat gamma(ThreadContext context,
              IRubyObject recv,
              IRubyObject x)

Based on Gergő Nemes's Gamma Function approximation formula, we compute approximate value of Gamma function of x.

Parameters:

recv - Math module

x - a real number

Returns:

Γ(x) for real number x

See Also:

New asymptotic expansion for the Γ(x) function

lgamma

public static RubyArray lgamma(ThreadContext context,
               IRubyObject recv,
               IRubyObject x)

Based on Gergő Nemes's Gamma Function approximation formula, we compute Log Gamma function for real number x.

Parameters:

recv - Math module

x - a real number

Returns:

2-element array [ln(Γ(x)), sgn] for real number x, where sgn is the sign of Γ(x) when exponentiated

See Also:

#gamma(org.jruby.runtime.builtin.IRubyObject, org.jruby.runtime.builtin.IRubyObject)

nemes_gamma

public static double nemes_gamma(double x)