public abstract class OrthogonalPolynomial extends Polynomial.Rational
Orthogonal polynomials can be defined by recurrence relations like:
O0(X) = some 0 degree polynomial
O1(X) = some first degree polynomial
a1,k Ok+1(X) = (a2,k + a3,k X) Ok(X) - a4,k Ok-1(X)
where a1,k, a2,k, a3,k and
a4,k are simple expressions which either are
constants or depend on k.Polynomial.DivisionResult, Polynomial.Double, Polynomial.Rationala| Modifier | Constructor and Description |
|---|---|
protected |
OrthogonalPolynomial(int degree,
CoefficientsGenerator generator)
Simple constructor.
|
add, euclidianDivision, getCoefficients, getDegree, getDenominatorsLCM, getDerivative, isIdentity, isOne, isZero, multiply, multiply, multiply, negate, subtract, toString, valueAtdivide, divide, divide, multiplyprotected OrthogonalPolynomial(int degree,
CoefficientsGenerator generator)
degree - degree of the polynomialgenerator - coefficients generator for the current type of polynomialsCopyright © 2001-2007 Luc Maisonobe. All Rights Reserved.