Uses of Class
gnu.math.Numeric

Packages that use Numeric

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

Uses of Numeric in gnu.kawa.functions

Methods in gnu.kawa.functions that return Numeric

Modifier and Type	Method	Description
static Numeric	Arithmetic.asNumeric(Object value)
static Numeric	Expt.expt(Object arg1, Object arg2)

Uses of Numeric in gnu.kawa.lispexpr

Methods in gnu.kawa.lispexpr that return Numeric

Modifier and Type	Method	Description
static Numeric	LangObjType.coerceNumeric(Object value)

Uses of Numeric in gnu.kawa.xml

Subclasses of Numeric 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 Numeric in gnu.math

Subclasses of Numeric in gnu.math

Modifier and Type	Class	Description
class	BaseUnit	A primitive Unit of measurement (such as a meter).
class	CComplex	General Cartesian Complex number.
class	Complex
class	CQuantity	General Cartesian Quaternion quantity.
class	CQuaternion	General Cartesian Quaternion number (a four-dimensional extension of complex numbers).
class	DateTime	Represents a date and/or time.
class	DComplex	A complex number using rectangular (Cartesian) plain double values.
class	DFloNum
class	DQuantity	A Quantity represented as the product of a plain double and a Unit.
class	DQuaternion	A quaternion number using plain double values.
class	Duration
class	IntFraction	Implementation of exact rational numbers a ratio of two IntNums.
class	IntNum	A class for infinite-precision integers.
class	NamedUnit	A Unit that has a name.
class	Quantity	A quantity with a unit.
class	Quaternion	A quaternion is a hypercomplex number of the form w + xi + yj + zk where w, x, y, and k are real, and i, j, and k are imaginary units which satisfy i^2 = j^2 = k^2 = ijk = -1.
class	RatNum	The abstract class of rational numbers.
class	RealNum
class	Unit

Methods in gnu.math that return Numeric

Modifier and Type	Method	Description
Numeric	Complex.abs()
abstract Numeric	Numeric.abs()
Numeric	Quantity.abs()
Numeric	Quaternion.abs()
Numeric	RealNum.abs()
Numeric	Complex.add(Object y, int k)
Numeric	DateTime.add(Object y, int k)
Numeric	DComplex.add(Object y, int k)
Numeric	DFloNum.add(Object y, int k)
Numeric	DQuantity.add(Object y, int k)
Numeric	DQuaternion.add(Object y, int k)
Numeric	Duration.add(Object y, int k)
Numeric	IntFraction.add(Object y, int k)
Numeric	IntNum.add(Object y, int k)
final Numeric	Numeric.add(Object obj)
abstract Numeric	Numeric.add(Object obj, int k)	Return this + k * obj.
Numeric	Quantity.add(Object y, int k)
Numeric	Quaternion.add(Object y, int k)
abstract Numeric	RealNum.add(Object obj, int k)
Numeric	Complex.addReversed(Numeric x, int k)
Numeric	DateTime.addReversed(Numeric x, int k)
Numeric	DFloNum.addReversed(Numeric x, int k)
Numeric	DQuantity.addReversed(Numeric x, int k)
Numeric	IntFraction.addReversed(Numeric x, int k)
Numeric	Numeric.addReversed(Numeric x, int k)	Calculate x+k&this.
Numeric	Quantity.addReversed(Numeric x, int k)
Numeric	Quaternion.addReversed(Numeric x, int k)
static Numeric	Numeric.asNumericOrNull(Object value)
Numeric	Complex.div(Object y)
Numeric	DComplex.div(Object y)
Numeric	DFloNum.div(Object y)
Numeric	DQuantity.div(Object y)
Numeric	DQuaternion.div(Object y)
Numeric	Duration.div(Object y)
Numeric	IntFraction.div(Object y)
Numeric	IntNum.div(Object y)
abstract Numeric	Numeric.div(Object obj)
Numeric	Quantity.div(Object y)
Numeric	Quaternion.div(Object y)
abstract Numeric	RealNum.div(Object obj)
Numeric	Numeric.div_inv()	Return the multiplicative inverse.
Numeric	Complex.divReversed(Numeric x)
Numeric	DFloNum.divReversed(Numeric x)
Numeric	DQuantity.divReversed(Numeric x)
Numeric	IntFraction.divReversed(Numeric x)
Numeric	Numeric.divReversed(Numeric x)
Numeric	Quantity.divReversed(Numeric x)
Numeric	Quaternion.divReversed(Numeric x)
Numeric	Complex.mul(Object y)
Numeric	DComplex.mul(Object y)
Numeric	DFloNum.mul(Object y)
Numeric	DQuantity.mul(Object y)
Numeric	DQuaternion.mul(Object y)
Numeric	Duration.mul(Object y)
Numeric	IntFraction.mul(Object y)
Numeric	IntNum.mul(Object y)
abstract Numeric	Numeric.mul(Object obj)
Numeric	Quantity.mul(Object y)
Numeric	Quaternion.mul(Object y)
abstract Numeric	RealNum.mul(Object obj)
Numeric	Numeric.mul_ident()	Return the multiplicative identity.
Numeric	Complex.mulReversed(Numeric x)
Numeric	DFloNum.mulReversed(Numeric x)
Numeric	DQuantity.mulReversed(Numeric x)
Numeric	Duration.mulReversed(Numeric x)
Numeric	IntFraction.mulReversed(Numeric x)
Numeric	Numeric.mulReversed(Numeric x)
Numeric	Quantity.mulReversed(Numeric x)
Numeric	Quaternion.mulReversed(Numeric x)
Numeric	Complex.neg()
final Numeric	DComplex.neg()
Numeric	DFloNum.neg()
final Numeric	DQuaternion.neg()
Numeric	IntFraction.neg()
Numeric	IntNum.neg()
abstract Numeric	Numeric.neg()
Numeric	Quantity.neg()
Numeric	Quaternion.neg()
Numeric	DFloNum.power(IntNum y)
Numeric	IntNum.power(IntNum y)
Numeric	Numeric.power(IntNum y)	Return this raised to an integer power.
Numeric	RatNum.power(IntNum y)
Numeric	Unit.power(IntNum y)
final Numeric	Numeric.sub(Object obj)
Numeric	Numeric.toExact()
Numeric	Numeric.toInexact()

Methods in gnu.math with parameters of type Numeric

Modifier and Type	Method	Description
Numeric	Complex.addReversed(Numeric x, int k)
Numeric	DateTime.addReversed(Numeric x, int k)
Numeric	DFloNum.addReversed(Numeric x, int k)
Numeric	DQuantity.addReversed(Numeric x, int k)
Numeric	IntFraction.addReversed(Numeric x, int k)
Numeric	Numeric.addReversed(Numeric x, int k)	Calculate x+k&this.
Numeric	Quantity.addReversed(Numeric x, int k)
Numeric	Quaternion.addReversed(Numeric x, int k)
int	DFloNum.compareReversed(Numeric x)
int	IntFraction.compareReversed(Numeric x)
int	Numeric.compareReversed(Numeric x)
int	Quantity.compareReversed(Numeric x)
Numeric	Complex.divReversed(Numeric x)
Numeric	DFloNum.divReversed(Numeric x)
Numeric	DQuantity.divReversed(Numeric x)
Numeric	IntFraction.divReversed(Numeric x)
Numeric	Numeric.divReversed(Numeric x)
Numeric	Quantity.divReversed(Numeric x)
Numeric	Quaternion.divReversed(Numeric x)
Numeric	Complex.mulReversed(Numeric x)
Numeric	DFloNum.mulReversed(Numeric x)
Numeric	DQuantity.mulReversed(Numeric x)
Numeric	Duration.mulReversed(Numeric x)
Numeric	IntFraction.mulReversed(Numeric x)
Numeric	Numeric.mulReversed(Numeric x)
Numeric	Quantity.mulReversed(Numeric x)
Numeric	Quaternion.mulReversed(Numeric x)

Uses of Numeric in gnu.xquery.lang

Methods in gnu.xquery.lang that return Numeric

Modifier and Type	Method	Description
static Numeric	XQuery.asNumber(Object arg)