| Name | Description | Type | Package | Framework |
| ChebyshevDoublePolynomialFactory | This class implements Chebyshev polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ComplexLagrangeBasis | A Lagrange base for polynomial over a complex field. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ComplexPolynomial | A Polynomial over the complex field. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ComplexPolynomialRing | Nested Class SummaryNested classes/interfaces inherited from interface org. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| DoubleChebyshevBasis | The famous Chebychev basis for interpolating polynomials with minimalFields inherited from class org. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| DoubleLagrangeBasis | The Lagrange Basis for real polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| DoubleMonomialBasis | Class | org.jscience.mathematics.analysis.polynomials | JScience | |
| DoublePolynomial | A Polynomial as a Ring. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| DoublePolynomialFraction | This class implements fractions of polynomials with one unknown and realSee Also:Serialized Form | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| DoublePolynomialRing | Nested Class SummaryNested classes/interfaces inherited from interface org. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ExactComplexPolynomial | A Polynomial over the ExactComplex field. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ExactComplexPolynomialRing | Nested Class SummaryNested classes/interfaces inherited from interface org. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ExactRealMonomialBasis | Class | org.jscience.mathematics.analysis.polynomials | JScience | |
| ExactRealPolynomial | A Polynomial as a Ring. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ExactRealPolynomialFraction | This class implements fractions of polynomials with one unknown and realSee Also:Serialized Form | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| ExactRealPolynomialRing | Nested Class SummaryNested classes/interfaces inherited from interface org. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| GegenbauerDoublePolynomialFactory | This class implements Gegenbauer polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| HermiteDoublePolynomialFactory | This class implements Hermite polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| JacobiDoublePolynomialFactory | This class implements Jacobi polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| LaguerreDoublePolynomialFactory | This class implements Laguerre polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| LegendreDoublePolynomialFactory | This class implements Legendre polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| OrthogonalDoublePolynomialFactory | This class is the base class to generate orthogonal polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| OrthogonalExactRealPolynomialFactory | This class is the base class to generate orthogonal polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |
| OrthogonalPolynomialFactory | This class is the base class for orthogonal polynomials. | Interface | org.jscience.mathematics.analysis.polynomials | JScience |
| Polynomial | A Polynomial as a Ring. | Interface | org.jscience.mathematics.analysis.polynomials | JScience |
| PolynomialBasis | Interface | org.jscience.mathematics.analysis.polynomials | JScience | |
| PolynomialMathUtils | Class | org.jscience.mathematics.analysis.polynomials | JScience | |
| SecondKindChebyshevDoublePolynomialFactory | This class implements Second Kind Chebyshev polynomials. | Class | org.jscience.mathematics.analysis.polynomials | JScience |