Class Monomials

java.lang.Object

net.finmath.stochastic.operators.Monomials

public class Monomials
extends Object

Small utility class to generate a list of monomials of a random variable. This is handy if basis functions are needed that are monomials of a random variable.

Constructor Summary

Constructors

Constructor	Description
Monomials(int powerStartInclusive, int powerEndExclusive)	Create a generator for monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive).

Method Summary

Modifier and Type	Method	Description
List<RandomVariable>	of(RandomVariable randomVariable)	Create a list of monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive).
static List<RandomVariable>	of(RandomVariable randomVariable, int powerStartInclusive, int powerEndExclusive)	Create a list of monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive).

Methods inherited from class Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Constructor Details

Monomials

public Monomials(int powerStartInclusive,
 int powerEndExclusive)

Create a generator for monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive). If powerStartInclusive > powerEndExclusive+1 an empty list is returned.

Parameters:

powerStartInclusive - Smallest power.

powerEndExclusive - Largest power plus one.

Method Details

of

public static List<RandomVariable> of(RandomVariable randomVariable,
 int powerStartInclusive,
 int powerEndExclusive)

Create a list of monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive). If powerStartInclusive > powerEndExclusive+1 an empty list is returned.

Parameters:

randomVariable - The random variable x.

powerStartInclusive - Smallest power.

powerEndExclusive - Largest power plus one.

Returns:

The list of monomials.

of

public List<RandomVariable> of(RandomVariable randomVariable)

Create a list of monimials \( x^{k} \) with k from powerStartInclusive (inclusive) and powerEndExclusive (exclusive).

Parameters:

randomVariable - The random variable x.

Returns:

The list of monomials.