Interface Group.Additive<T>

All Superinterfaces:
Group, Operation, Operation.Addition<T>
All Known Subinterfaces:
DecompositionStore<N>, Field<T>, Matrix2D<N,M>, MatrixStore<N>, NormedVectorSpace<T,N>, PhysicalStore<N>, PolynomialFunction<N>, Ring<T>, Scalar<N>, SelfDeclaringScalar<S>, Tensor<N,T>, VectorSpace<T,N>
All Known Implementing Classes:
AboveBelowStore, AbstractPolynomial, AbstractStore, Amount, AnyTensor, ArrayBasedTensor, BasicMatrix, BigScalar, ColumnsStore, ColumnsSupplier, ComplexNumber, ComposingStore, CompressedSparseR064, ConjugatedStore, DiagonalStore, ExactDecimal, FactoryStore, GenericStore, IdentityStore, ImageData, ImageData.SingleChannel, LeftRightStore, LimitStore, LogicalStore, LowerHessenbergStore, LowerSymmetricStore, LowerTriangularStore, MatrixC128, MatrixH256, MatrixQ128, MatrixR032, MatrixR064, MatrixR128, MatrixTensor, Money, OffsetStore, PolynomialC128, PolynomialQ128, PolynomialR032, PolynomialR064, PolynomialR128, PolynomialR256, Price, PrimitiveScalar, Quadruple, Quantity, Quaternion, R032Store, R064CSC, R064CSR, R064Store, RationalNumber, RawStore, RepeatedColumnsStore, RepeatedRowsStore, RowsStore, RowsSupplier, ScalarPolynomial, SelectingStore, ShadingStore, SingleStore, SparseStore, SuperimposedStore, TransjugatedStore, TransposedStore, UnaryOperatoStore, UpperHessenbergStore, UpperSymmetricStore, UpperTriangularStore, VectorTensor, WrapperStore, ZeroStore
Enclosing interface:
Group
public static interface Group.Additive<T> extends Group, Operation.Addition<T>
See Also:

  • Method Details

    • negate

      T negate()
      The additive inverse of this.
      Returns:
      -this.