Uses of Interface
orbital.math.Normed

Packages that use Normed

orbital.math	Defines arithmetic objects and provides mathematical algorithms.
orbital.math.functional	Contains mathematical functors and extended functional operations.

Uses of Normed in orbital.math

Subinterfaces of Normed in orbital.math

interface	Arithmetic Arithmetic is implemented by all arithmetic objects that behave like algebraic numbers in terms of their compositional laws.
interface	Complex Representation of a complex number a + i*b∈C.
interface	Euclidean Euclidean ring interface.
interface	Fraction Representation of a fraction a⁄s ∈ S-1M = MS.
interface	Integer Representation of an integer number k∈Z.
interface	Matrix Represents a matrix of any dimension n×m.
interface	Polynomial Polynomial p∈R[S] := R(S).
interface	Quotient Quotient represents an (algebraic) equivalence class ā=ã=[a]∈M/~.
interface	Rational Representation of a rational number a⁄s ∈ Q.
interface	Real Representation of a real number a∈R.
interface	Scalar Abstraction of all scalar arithmetic number objects.
interface	Symbol Represents an algebraic or transcendental symbol.
interface	Tensor Represents a tensor t∈Rn0×n1×…×nr-1 of dimensions n0×n1×…×nr-1 and rank r.
interface	UnivariatePolynomial (Univariate) polynomial p∈R[X].
interface	Vector Represents a mathematical vector of any dimension n.

Uses of Normed in orbital.math.functional

Subinterfaces of Normed in orbital.math.functional

interface	BinaryFunction This interface encapsulates a binary function "r = f(x,y)".
static interface	BinaryFunction.Composite A composite function.
interface	Function This interface encapsulates a mathematical unary function "r = f(x)".
static interface	Function.Composite A composite function.
interface	MathFunctor MathFunctor interface tags all mathematical functors.
static interface	MathFunctor.Composite A composed mathematical functors.