IEuclideanRingOperations<(Of <(<'T>)>)> Interface

Members See Also

Represents the contract for operations on an operand type that supports division with remainder.

Namespace: Extreme.Mathematics.Generic
Assembly: Extreme.Numerics.Net40 (in Extreme.Numerics.Net40.dll) Version: 4.2.11333.0 (4.2.12253.0)

Syntax

C#
public interface IEuclideanRingOperations<T> : IRingOperations<T>, IVectorSpaceOperations<T, T>, IGroupOperations<T>, IComparer<T>, IEqualityComparer<T>

Visual Basic (Declaration)
Public Interface IEuclideanRingOperations(Of T) _ Inherits IRingOperations(Of T), IVectorSpaceOperations(Of T, T), _ IGroupOperations(Of T), IComparer(Of T), IEqualityComparer(Of T)

Visual C++
generic<typename T> public interface class IEuclideanRingOperations : IRingOperations<T>, IVectorSpaceOperations<T, T>, IGroupOperations<T>, IComparer<T>, IEqualityComparer<T>

F#
type IEuclideanRingOperations<'T> = interface interface IRingOperations<'T> interface IVectorSpaceOperations<'T, 'T> interface IGroupOperations<'T> interface IComparer<'T> interface IEqualityComparer<'T> end

                      type IEuclideanRingOperations<'T> =  
    interface
        interface IRingOperations<'T>
        interface IVectorSpaceOperations<'T, 'T>
        interface IGroupOperations<'T>
        interface IComparer<'T>
        interface IEqualityComparer<'T>
    end

Type Parameters

T: The type of the operands.

Remarks

The name Euclidean ring derives from the fact that division with remainder is the basis for the Euclidean algorithm to compute the greatest common divisor (GCD).