Uses of Package
org.jscience.mathematics.structure

Packages that use org.jscience.mathematics.structure

Package	Description
org.jscience.mathematics.function	Provides support for fairly simple symbolic math analysis (to solve algebraic equations, integrate, differentiate, calculate expressions, and so on).
org.jscience.mathematics.number	Provides common types of numbers most of them implementing the field interface.
org.jscience.mathematics.structure	Provides mathematical sets (identified by the class parameter) associated to binary operations, such as multiplication or addition, satisfying certain axioms.
org.jscience.mathematics.vector	Provides support for linear algebra in the form of matrices and vectors.
org.jscience.physics.amount	Provides support for exact or arbitrary precision measurements.

Classes in org.jscience.mathematics.structure used by org.jscience.mathematics.function

Class and Description
Field This interface represents an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed.
GroupAdditive This interface represents a structure with a binary additive operation (+), satisfying the group axioms (associativity, neutral element, inverse element and closure).
GroupMultiplicative This interface represents a structure with a binary multiplicative operation (·), satisfying the group axioms (associativity, neutral element, inverse element and closure).
Ring This interface represents an algebraic structure with two binary operations addition and multiplication (+ and ·), such that (R, +) is an abelian group, (R, ·) is a monoid and the multiplication distributes over the addition.
Structure This interface represents a mathematical structure on a set (type).

Classes in org.jscience.mathematics.structure used by org.jscience.mathematics.number

Class and Description
Field This interface represents an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed.
GroupAdditive This interface represents a structure with a binary additive operation (+), satisfying the group axioms (associativity, neutral element, inverse element and closure).
GroupMultiplicative This interface represents a structure with a binary multiplicative operation (·), satisfying the group axioms (associativity, neutral element, inverse element and closure).
Ring This interface represents an algebraic structure with two binary operations addition and multiplication (+ and ·), such that (R, +) is an abelian group, (R, ·) is a monoid and the multiplication distributes over the addition.
Structure This interface represents a mathematical structure on a set (type).

Classes in org.jscience.mathematics.structure used by org.jscience.mathematics.structure

Class and Description
Field This interface represents an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed.
GroupAdditive This interface represents a structure with a binary additive operation (+), satisfying the group axioms (associativity, neutral element, inverse element and closure).
GroupMultiplicative This interface represents a structure with a binary multiplicative operation (·), satisfying the group axioms (associativity, neutral element, inverse element and closure).
Ring This interface represents an algebraic structure with two binary operations addition and multiplication (+ and ·), such that (R, +) is an abelian group, (R, ·) is a monoid and the multiplication distributes over the addition.
Structure This interface represents a mathematical structure on a set (type).
VectorSpace This interface represents a vector space over a field with two operations, vector addition and scalar multiplication.

Classes in org.jscience.mathematics.structure used by org.jscience.mathematics.vector

Class and Description
Field This interface represents an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed.
GroupAdditive This interface represents a structure with a binary additive operation (+), satisfying the group axioms (associativity, neutral element, inverse element and closure).
Ring This interface represents an algebraic structure with two binary operations addition and multiplication (+ and ·), such that (R, +) is an abelian group, (R, ·) is a monoid and the multiplication distributes over the addition.
Structure This interface represents a mathematical structure on a set (type).
VectorSpace This interface represents a vector space over a field with two operations, vector addition and scalar multiplication.
VectorSpaceNormed This interface represents a vector space on which a positive vector length or size is defined.

Classes in org.jscience.mathematics.structure used by org.jscience.physics.amount

Class and Description
Field This interface represents an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed.
GroupAdditive This interface represents a structure with a binary additive operation (+), satisfying the group axioms (associativity, neutral element, inverse element and closure).
GroupMultiplicative This interface represents a structure with a binary multiplicative operation (·), satisfying the group axioms (associativity, neutral element, inverse element and closure).
Ring This interface represents an algebraic structure with two binary operations addition and multiplication (+ and ·), such that (R, +) is an abelian group, (R, ·) is a monoid and the multiplication distributes over the addition.
Structure This interface represents a mathematical structure on a set (type).