Uses of Class
gnu.math.RealNum

Packages that use RealNum

Package	Description
gnu.kawa.lispexpr
gnu.kawa.xml
gnu.math	Supports various numeric types, including complex numbers, efficient bignums, exact rational numbers, units.

Uses of RealNum in gnu.kawa.lispexpr

Methods in gnu.kawa.lispexpr that return RealNum

Modifier and Type	Method	Description
static RealNum	LangObjType.coerceRealNum(Object value)

Uses of RealNum in gnu.kawa.xml

Subclasses of RealNum in gnu.kawa.xml

Modifier and Type	Class	Description
class	XInteger	An integer that is an instance of a more specific integer type.

Uses of RealNum in gnu.math

Subclasses of RealNum in gnu.math

Modifier and Type	Class	Description
class	DFloNum
class	IntFraction	Implementation of exact rational numbers a ratio of two IntNums.
class	IntNum	A class for infinite-precision integers.
class	RatNum	The abstract class of rational numbers.

Methods in gnu.math that return RealNum

Modifier and Type	Method	Description
static RealNum	RealNum.add(RealNum x, RealNum y, int k)
RealNum	Complex.angle()
RealNum	Quaternion.angle()
RealNum	RealNum.angle()
static RealNum	RealNum.asRealNumOrNull(Object value)
RealNum	Complex.colatitude()
RealNum	Quaternion.colatitude()
RealNum	RealNum.cos()
static RealNum	RealNum.divide(RealNum x, RealNum y)
RealNum	CComplex.im()
RealNum	CQuaternion.im()
RealNum	DComplex.im()
RealNum	DQuaternion.im()
RealNum	Quantity.im()	The value of the imaginary component, as a RealNum.
RealNum	RealNum.im()
RealNum	Complex.jm()
RealNum	CQuaternion.jm()
RealNum	DQuaternion.jm()
RealNum	Quantity.jm()	The value of the "j" component, as a RealNum.
RealNum	Complex.km()
RealNum	CQuaternion.km()
RealNum	DQuaternion.km()
RealNum	Quantity.km()	The value of the "k" component, as a RealNum.
RealNum	Complex.longitude()
RealNum	Quaternion.longitude()
RealNum	RealNum.max(RealNum x)
RealNum	RealNum.min(RealNum x)
static RealNum	RatNum.rationalize(RealNum x, RealNum y)	Calcaulte the simplest rational between two reals.
RealNum	CComplex.re()
RealNum	CQuaternion.re()
RealNum	DComplex.re()
RealNum	DQuantity.re()
RealNum	DQuaternion.re()
RealNum	Quantity.re()	The value of the real component, as a RealNum.
RealNum	RealNum.re()
RealNum	RealNum.rneg()
RealNum	RealNum.sin()
RealNum	RealNum.tan()
static RealNum	RealNum.times(RealNum x, RealNum y)
RealNum	RealNum.toInexact()
RealNum	IntNum.toInt(int rounding_mode)
RealNum	RatNum.toInt(int rounding_mode)
RealNum	RealNum.toInt(int rounding_mode)	Converts a real to an integer, according to a specified rounding mode.

Methods in gnu.math with parameters of type RealNum

Modifier and Type	Method	Description
static RealNum	RealNum.add(RealNum x, RealNum y, int k)
static RealNum	RealNum.divide(RealNum x, RealNum y)
void	FixedRealFormat.format(RealNum number, StringBuffer sbuf, FieldPosition fpos)
static Complex	Complex.make(RealNum re, RealNum im)
static Quantity	Quantity.make(RealNum re, RealNum im, RealNum jm, RealNum km, Unit unit)
static Quaternion	Quaternion.make(RealNum re, RealNum im, RealNum jm, RealNum km)
RealNum	RealNum.max(RealNum x)
RealNum	RealNum.min(RealNum x)
static Complex	Complex.polar(RealNum r, RealNum t)
static Quaternion	Quaternion.polar(RealNum r, RealNum t, RealNum u, RealNum v)
static RealNum	RatNum.rationalize(RealNum x, RealNum y)	Calcaulte the simplest rational between two reals.
static RealNum	RealNum.times(RealNum x, RealNum y)
String	Unit.toString(RealNum val)

Constructors in gnu.math with parameters of type RealNum

Constructor	Description
CComplex(RealNum real, RealNum imag)
CQuantity(RealNum real, RealNum imag, RealNum jmag, RealNum kmag, Unit unit)
CQuantity(RealNum real, RealNum imag, Unit unit)
CQuaternion(RealNum real, RealNum imag, RealNum jmag, RealNum kmag)