Class MatrixH256

All Implemented Interfaces:
Group, Group.Additive<MatrixH256>, NormedVectorSpace<MatrixH256,Quaternion>, Operation, Operation.Addition<MatrixH256>, Operation.Multiplication<MatrixH256>, Operation.Subtraction<MatrixH256>, ScalarOperation, ScalarOperation.Addition<MatrixH256,Quaternion>, ScalarOperation.Division<MatrixH256,Quaternion>, ScalarOperation.Multiplication<MatrixH256,Quaternion>, ScalarOperation.Subtraction<MatrixH256,Quaternion>, VectorSpace<MatrixH256,Quaternion>, Matrix2D<Quaternion,MatrixH256>, Provider2D, Provider2D.Condition, Provider2D.Determinant<Quaternion>, Provider2D.Eigenpairs, Provider2D.Hermitian, Provider2D.Inverse<MatrixH256>, Provider2D.Rank, Provider2D.Solution<MatrixH256>, Provider2D.Symmetric, Provider2D.Trace<Quaternion>, Access1D<Quaternion>, Access1D.Aggregatable<Quaternion>, Access2D<Quaternion>, Access2D.Aggregatable<Quaternion>, Access2D.Collectable<Quaternion,TransformableRegion<Quaternion>>, Operate2D<Quaternion,MatrixH256>, Structure1D, Structure2D, Structure2D.Logical<Access2D<Quaternion>,MatrixH256>, Structure2D.ReducibleTo1D<MatrixH256>, NumberContext.Enforceable<MatrixH256>

public final class MatrixH256 extends BasicMatrix<Quaternion,MatrixH256>
A matrix (linear algebra) with Quaternion NumberSet.H elements, implemented using four 64-bit double values. (4 x 64 = 256)
See Also: