Uses of Class
gnu.math.Numeric

Packages that use Numeric
gnu.commonlisp.lang   
gnu.jemacs.lang Contains classes to implement the Emacs Lisp language. 
gnu.kawa.functions   
gnu.kawa.xml   
gnu.math Supports various numeric types, including complex numbers, efficient bignums, exact rational numbers, units. 
gnu.xquery.lang   
kawa.standard   
 

Uses of Numeric in gnu.commonlisp.lang
 

Methods in gnu.commonlisp.lang that return Numeric
static Numeric CommonLisp.asNumber(java.lang.Object arg)
           
 

Uses of Numeric in gnu.jemacs.lang
 

Methods in gnu.jemacs.lang that return Numeric
static Numeric ELisp.asNumber(java.lang.Object arg)
           
 

Uses of Numeric in gnu.kawa.functions
 

Methods in gnu.kawa.functions that return Numeric
static Numeric Arithmetic.asNumeric(java.lang.Object value)
           
 

Uses of Numeric in gnu.kawa.xml
 

Subclasses of Numeric in gnu.kawa.xml
 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
 class BaseUnit
          A primitive Unit of measurement (such as a meter).
 class CComplex
          General Cartesian Complex number.
 class Complex
           
 class CQuantity
          General Cartesian Complex quantity.
 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 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 RatNum
          The abstract class of rational numbers.
 class RealNum
           
 class Unit
           
 

Methods in gnu.math that return Numeric
 Numeric Complex.abs()
           
abstract  Numeric Numeric.abs()
           
 Numeric RealNum.abs()
           
 Numeric Quantity.abs()
           
 Numeric Numeric.add(java.lang.Object obj)
           
 Numeric Complex.add(java.lang.Object y, int k)
           
 Numeric DateTime.add(java.lang.Object y, int k)
           
 Numeric DFloNum.add(java.lang.Object y, int k)
           
abstract  Numeric Numeric.add(java.lang.Object obj, int k)
          Return this + k * obj.
 Numeric IntFraction.add(java.lang.Object y, int k)
           
 Numeric Duration.add(java.lang.Object y, int k)
           
abstract  Numeric RealNum.add(java.lang.Object obj, int k)
           
 Numeric DQuantity.add(java.lang.Object y, int k)
           
 Numeric Quantity.add(java.lang.Object y, int k)
           
 Numeric IntNum.add(java.lang.Object y, int k)
           
 Numeric DComplex.add(java.lang.Object y, int k)
           
 Numeric Complex.addReversed(Numeric x, int k)
           
 Numeric DateTime.addReversed(Numeric x, int k)
           
 Numeric DFloNum.addReversed(Numeric x, int k)
           
 Numeric Numeric.addReversed(Numeric x, int k)
          Calculate x+k&this.
 Numeric IntFraction.addReversed(Numeric x, int k)
           
 Numeric DQuantity.addReversed(Numeric x, int k)
           
 Numeric Quantity.addReversed(Numeric x, int k)
           
 Numeric Numeric.div_inv()
          Return the multiplicative inverse.
 Numeric Complex.div(java.lang.Object y)
           
 Numeric DFloNum.div(java.lang.Object y)
           
abstract  Numeric Numeric.div(java.lang.Object obj)
           
 Numeric IntFraction.div(java.lang.Object y)
           
 Numeric Duration.div(java.lang.Object y)
           
abstract  Numeric RealNum.div(java.lang.Object obj)
           
 Numeric DQuantity.div(java.lang.Object y)
           
 Numeric Quantity.div(java.lang.Object y)
           
 Numeric IntNum.div(java.lang.Object y)
           
 Numeric DComplex.div(java.lang.Object y)
           
 Numeric Complex.divReversed(Numeric x)
           
 Numeric DFloNum.divReversed(Numeric x)
           
 Numeric Numeric.divReversed(Numeric x)
           
 Numeric IntFraction.divReversed(Numeric x)
           
 Numeric DQuantity.divReversed(Numeric x)
           
 Numeric Quantity.divReversed(Numeric x)
           
 Numeric Numeric.mul_ident()
          Return the multiplicative identity.
 Numeric Complex.mul(java.lang.Object y)
           
 Numeric DFloNum.mul(java.lang.Object y)
           
abstract  Numeric Numeric.mul(java.lang.Object obj)
           
 Numeric IntFraction.mul(java.lang.Object y)
           
 Numeric Duration.mul(java.lang.Object y)
           
abstract  Numeric RealNum.mul(java.lang.Object obj)
           
 Numeric DQuantity.mul(java.lang.Object y)
           
 Numeric Quantity.mul(java.lang.Object y)
           
 Numeric IntNum.mul(java.lang.Object y)
           
 Numeric DComplex.mul(java.lang.Object y)
           
 Numeric Complex.mulReversed(Numeric x)
           
 Numeric DFloNum.mulReversed(Numeric x)
           
 Numeric Numeric.mulReversed(Numeric x)
           
 Numeric IntFraction.mulReversed(Numeric x)
           
 Numeric Duration.mulReversed(Numeric x)
           
 Numeric DQuantity.mulReversed(Numeric x)
           
 Numeric Quantity.mulReversed(Numeric x)
           
 Numeric Complex.neg()
           
 Numeric DFloNum.neg()
           
abstract  Numeric Numeric.neg()
           
 Numeric IntFraction.neg()
           
 Numeric Quantity.neg()
           
 Numeric IntNum.neg()
           
 Numeric DComplex.neg()
           
 Numeric DFloNum.power(IntNum y)
           
 Numeric Numeric.power(IntNum y)
          Return this raised to an integer power.
 Numeric Unit.power(IntNum y)
           
 Numeric RatNum.power(IntNum y)
           
 Numeric IntNum.power(IntNum y)
           
 Numeric Numeric.sub(java.lang.Object obj)
           
 

Methods in gnu.math with parameters of type Numeric
 Numeric Complex.addReversed(Numeric x, int k)
           
 Numeric DateTime.addReversed(Numeric x, int k)
           
 Numeric DFloNum.addReversed(Numeric x, int k)
           
 Numeric Numeric.addReversed(Numeric x, int k)
          Calculate x+k&this.
 Numeric IntFraction.addReversed(Numeric x, int k)
           
 Numeric DQuantity.addReversed(Numeric x, int k)
           
 Numeric Quantity.addReversed(Numeric x, int k)
           
 int DFloNum.compareReversed(Numeric x)
           
 int Numeric.compareReversed(Numeric x)
           
 int IntFraction.compareReversed(Numeric x)
           
 int Quantity.compareReversed(Numeric x)
           
 Numeric Complex.divReversed(Numeric x)
           
 Numeric DFloNum.divReversed(Numeric x)
           
 Numeric Numeric.divReversed(Numeric x)
           
 Numeric IntFraction.divReversed(Numeric x)
           
 Numeric DQuantity.divReversed(Numeric x)
           
 Numeric Quantity.divReversed(Numeric x)
           
 Numeric Complex.mulReversed(Numeric x)
           
 Numeric DFloNum.mulReversed(Numeric x)
           
 Numeric Numeric.mulReversed(Numeric x)
           
 Numeric IntFraction.mulReversed(Numeric x)
           
 Numeric Duration.mulReversed(Numeric x)
           
 Numeric DQuantity.mulReversed(Numeric x)
           
 Numeric Quantity.mulReversed(Numeric x)
           
 

Uses of Numeric in gnu.xquery.lang
 

Methods in gnu.xquery.lang that return Numeric
static Numeric XQuery.asNumber(java.lang.Object arg)
           
 

Uses of Numeric in kawa.standard
 

Methods in kawa.standard that return Numeric
static Numeric expt.expt(java.lang.Object arg1, java.lang.Object arg2)