DiscreteUniformDistribution Constructor

Definition

Namespace: Extreme.Statistics.Distributions
Assembly: Extreme.Numerics (in Extreme.Numerics.dll) Version: 8.1.23

DiscreteUniformDistribution(Int32)	Constructs a new DiscreteUniformDistribution with the specified upper bound.
DiscreteUniformDistribution(Vector<Double>)	Estimates the parameter of the distribution of a variable assuming it follows a discrete uniform distribution.
DiscreteUniformDistribution(Int32, Int32)	Constructs a new DiscreteUniformDistribution over the specified interval.

Constructs a new DiscreteUniformDistribution with the specified upper bound.

public DiscreteUniformDistribution(
	int maxValue
)

Visual Basic

Public Sub New ( 
	maxValue As Integer
)

C++/CLI

public:
DiscreteUniformDistribution(
	int maxValue
)

new : 
        maxValue : int -> DiscreteUniformDistribution

maxValue Int32: The upper bound of the distribution. Every sample will be less than this value.

Estimates the parameter of the distribution of a variable assuming it follows a discrete uniform distribution.

public DiscreteUniformDistribution(
	Vector<double> variable
)

Visual Basic

Public Sub New ( 
	variable As Vector(Of Double)
)

C++/CLI

public:
DiscreteUniformDistribution(
	Vector<double>^ variable
)

new : 
        variable : Vector<float> -> DiscreteUniformDistribution

The DiscreteUniformDistribution that best matches the distribution of variable.

Use this constructor to create a DiscreteUniformDistribution whose parameter is estimated from variable.

ArgumentNullException

variable is null.

Constructs a new DiscreteUniformDistribution over the specified interval.

public DiscreteUniformDistribution(
	int minValue,
	int maxValue
)

Visual Basic

Public Sub New ( 
	minValue As Integer,
	maxValue As Integer
)

C++/CLI

public:
DiscreteUniformDistribution(
	int minValue, 
	int maxValue
)

new : 
        minValue : int * 
        maxValue : int -> DiscreteUniformDistribution

minValue Int32: The lower bound of the interval.
maxValue Int32: The upper bound of the interval. Every sample will be less than this value.