EulerSequence.EqualsEpsilon Method

Returns true if all of the elements of this rotation are within epsilon of the same elements of the specified rotation. That is, in order for the rotations to be considered equal (and for this function to return true), the absolute value of the difference between each of their elements must be less than or equal to epsilon.

Namespace: AGI.Foundation.Coordinates
Assembly: AGI.Foundation.Core (in AGI.Foundation.Core.dll) Version: 25.1.421.0 (25.1.421.0)

Syntax

C++

Copy

public bool EqualsEpsilon(
	EulerSequence other,
	double epsilon
)

Public Function EqualsEpsilon ( 
	other As EulerSequence,
	epsilon As Double
) As Boolean

public:
virtual bool EqualsEpsilon(
	EulerSequence other, 
	double epsilon
) sealed

abstract EqualsEpsilon : 
        other : EulerSequence * 
        epsilon : float -> bool 
override EqualsEpsilon : 
        other : EulerSequence * 
        epsilon : float -> bool

Parameters

other: Type: AGI.Foundation.Coordinates.EulerSequence
The rotation to compare to this rotation.
epsilon: Type: System.Double
The largest difference between the elements of the rotations for which they will be considered equal.

Return Value

Type: Boolean
true if the rotations are equal as defined by the epsilon value.

Implements

IEquatableEpsilon<T>.EqualsEpsilon(T, Double)

Reference

EulerSequence Structure

AGI.Foundation.Coordinates Namespace

EulerSequence.AddLanguageSpecificTextSet("LST9C45E735_0?cpp=::|nu=.");EqualsEpsilon Method

Parameters

Return Value

Implements

Reference

EulerSequence.EqualsEpsilon Method