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See:
Description
| Interface Summary | |
|---|---|
| Differential<V,D> | This interface Differential<X, D> indicates objects implements this are differential with respect to V and the derivatives are of D. |
| DifferentialMatrixFunction<X extends Field<X>> | |
| DifferentialVectorFunction<X extends Field<X>> | |
| Class Summary | |
|---|---|
| AbstractBinaryFunction<X extends Field<X>> | An abstract function requires two arguments in X. |
| AbstractUnaryFunction<X extends Field<X>> | An abstract function requires one argument in X. |
| ADOperatorTest | |
| ADTest | |
| Constant<X extends Field<X>> | A constant in X forms a field. |
| DifferentialFunction<X extends Field<X>> | A differential function whose value are in X. |
| DifferentialRealFunctionFactory<X extends RealNumber<X>> | |
| Inverse<X extends Field<X>> | This class represents the inverse element of an argument in X with respect to multiplication. |
| Negative<X extends Field<X>> | This class represents the inverse element of an argument in X with respect to addition. |
| One<X extends Field<X>> | This class represents the unit element of X forms a field. |
| PolynomialTerm<X extends Field<X>> | |
| Product<X extends Field<X>> | A product of two objects of DifferentialFunction<X&rt. |
| Sum<X extends Field<X>> | A sum of two objects of DifferentialFunction<X>. |
| Variable<X extends Field<X>> | Variables in X forms a field. |
| Zero<X extends Field<X>> | This class represents the zero element of X forms a field. |
Provides interfaces and classes to compute derivatives of functions algebraically (automatic differentiation).
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