Uses of Package
nilgiri.math

Packages that use nilgiri.math

nilgiri.math	Provides interfaces and classes to deal with algebra.
nilgiri.math.autodiff	Provides interfaces and classes to compute derivatives of functions algebraically (automatic differentiation).

Classes in nilgiri.math used by nilgiri.math

AbstractFieldFactory
An abstract factory for creating the zero element and unity of X forms a field.

AbstractRealFunctionFactory
An abstract factory for creating the fundamental functions defined on real numbers.

CommutativeGroup
A class X implements the CommutativeGroup<X> interface indicates that X has properties of being a commutative group.

CommutativeRing
A class X implements the CommutativeRing<X> interface indicates that X has properties of being a commutative ring.

ComplexNumber
Let R denote a class implements RealNumber<R>.

DoubleComplex

DoubleComplexFactory
A singleton factory for creating the zero element and unity of DoubleComplex.

DoubleReal

DoubleRealFactory
A singleton factory for creating the zero element and unity of DoubleReal.

DoubleRealFunctionFactory
A singleton factory for creating the fundamental functions defined on DoubleReal.

Field
A class X implements the Field<X> interface indicates that X has properties of being a field.

Group
A class X implements the Group<X> interface indicates that X has properties of being a group.

RealNumber
A class X implements the RealNumber<X> interface indicates that X expresses real numbers.

Ring
A class X implements the Ring<X&rt interface indicates that X has properties of being a ring.

Classes in nilgiri.math used by nilgiri.math.autodiff

AbstractFieldFactory
An abstract factory for creating the zero element and unity of X forms a field.

AbstractRealFunctionFactory
An abstract factory for creating the fundamental functions defined on real numbers.

CommutativeGroup
A class X implements the CommutativeGroup<X> interface indicates that X has properties of being a commutative group.

CommutativeRing
A class X implements the CommutativeRing<X> interface indicates that X has properties of being a commutative ring.

Field
A class X implements the Field<X> interface indicates that X has properties of being a field.

Group
A class X implements the Group<X> interface indicates that X has properties of being a group.

RealNumber
A class X implements the RealNumber<X> interface indicates that X expresses real numbers.

Ring
A class X implements the Ring<X&rt interface indicates that X has properties of being a ring.