SSJ API Documentation
Stochastic Simulation in Java
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umontreal.ssj.functions.IdentityMathFunction Class Reference

Represents the identity function \(f(x)=x\). More...

Inheritance diagram for umontreal.ssj.functions.IdentityMathFunction:
umontreal.ssj.functions.MathFunction umontreal.ssj.functions.MathFunctionWithFirstDerivative umontreal.ssj.functions.MathFunctionWithDerivative umontreal.ssj.functions.MathFunctionWithIntegral umontreal.ssj.functions.MathFunction umontreal.ssj.functions.MathFunction umontreal.ssj.functions.MathFunction

Public Member Functions

double evaluate (double x)
 Returns the value of the function evaluated at \(x\).
double derivative (double x)
 Computes (or estimates) the first derivative of the function at point x.
double derivative (double x, int n)
 Computes (or estimates) the \(n\)th derivative of the function at point x.
double integral (double a, double b)
 Computes (or estimates) the integral of the function over the interval \([a, b]\).

Detailed Description

Represents the identity function \(f(x)=x\).

Definition at line 32 of file IdentityMathFunction.java.

Member Function Documentation

◆ derivative() [1/2]

double umontreal.ssj.functions.IdentityMathFunction.derivative ( double x)

Computes (or estimates) the first derivative of the function at point x.

Parameters
xthe point to evaluate the derivative to.
Returns
the value of the derivative.

Implements umontreal.ssj.functions.MathFunctionWithFirstDerivative.

Definition at line 39 of file IdentityMathFunction.java.

◆ derivative() [2/2]

double umontreal.ssj.functions.IdentityMathFunction.derivative ( double x,
int n )

Computes (or estimates) the \(n\)th derivative of the function at point x.

For \(n=0\), this returns the result of umontreal.ssj.functions.MathFunction.evaluate(double).

Parameters
xthe point to evaluate the derivate to.
nthe order of the derivative.
Returns
the resulting derivative.
Exceptions
IllegalArgumentExceptionif `n` is negative or 0.

Implements umontreal.ssj.functions.MathFunctionWithDerivative.

Definition at line 43 of file IdentityMathFunction.java.

◆ evaluate()

double umontreal.ssj.functions.IdentityMathFunction.evaluate ( double x)

Returns the value of the function evaluated at \(x\).

Parameters
xvalue at which the function is evaluated
Returns
function evaluated at x

Implements umontreal.ssj.functions.MathFunction.

Definition at line 35 of file IdentityMathFunction.java.

◆ integral()

double umontreal.ssj.functions.IdentityMathFunction.integral ( double a,
double b )

Computes (or estimates) the integral of the function over the interval \([a, b]\).

Parameters
athe starting point of the interval.
bthe ending point of the interval.
Returns
the value of the integral.

Implements umontreal.ssj.functions.MathFunctionWithIntegral.

Definition at line 47 of file IdentityMathFunction.java.


The documentation for this class was generated from the following file: