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Embeddings of Almost Hermitian Manifold
in Almost Hyper Hermitian Manifold and
Complex (Hypercomplex) Numbers in
Riemannian Geometry hyper Hermitian structure has been constructed on the tangent bundle TM with
help of the Riemannian
Hyper-heuristics for structure and parameters tuning in evolutionary algorithmsHyper-heuristics for structure and parameters tuning in evolutionary algorithms
Approaches to the implementation of generalized complex numbers in the Julia language-Klein models in theoretical calculations, the generalized complex numbers are essential. In the case
Commutative Hypercomplex Numbers and the Geometry of Two Sets is the
classification of such geometries. In this paper, by complexing with associative hypercomplex numbers,
functions
On Calculation of Abelian Differentials differentials of the third kind on a plane algebraic curve over the field of complex numbers that has
Polynomial-time presentations of algebraic number fields field ℝalgof algebraic reals and of the field ℂalgof algebraic complex numbers are polynomial
Fields of Algebraic Numbers Computable in Polynomial Time. I of complex algebraic numbers has an isomorphic presentation computable in polynomial time. A similar fact
Дискретные модели нелинейной гамильтоновой динамики гиперупругих деформируемых средDiscrete a Non-linear Hamiltonian Dynamics Models of Hyper Elastic Deformable Media
A Modular Extension for a Computer Algebra SystemAbstract: Computer algebra systems are complex software systems that cover a wide range
Orthogonal representation of complex numbersUnits of the complex numbers algebra given by 2 × 2 matrices are shown to be composed of elementary
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