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Polynomial-time presentations of algebraic number fields
field ℝalgof algebraic reals and of the field ℂalgof algebraic complex numbers are polynomial
УПОРЯДОЧЕННАЯ ФУНКЦИЯ В КОМПЛЕКСНОМ ПРОСТРАНСТВЕ
Али Ханан
In this article we provide a definition of complex-valued ordered functions with examples
Approaches to the implementation of generalized complex numbers in the Julia language
Gevorkyan M.N., Korolkova A.V., Kulyabov D.S.
-Klein models in theoretical calculations, the generalized complex numbers are essential. In the case
Fields of Algebraic Numbers Computable in Polynomial Time. I
Alaev P.E., Selivanov V.L.
of complex algebraic numbers has an isomorphic presentation computable in polynomial time. A similar fact
Elementary theories and hereditary undecidability for semilattices of numberings
the theory of numberings. We use the following approach: given a level of complexity, say Σα0, we consider
Infinite order systems of differential equations and large scale random neural networks
Kanzitdinov S.K., Vasilyev S.A.
number of cells. The Cauchy problem for singular perturbed infinite order systems of stochastic
Polynomial Computability of Fields of Algebraic Numbers
Alaev P., Selivanov V.
© 2018, Pleiades Publishing, Ltd. We prove that the field of complex algebraic numbers
NUMERICAL ANALYSIS OF A LARGE-SCALE HOPFIELD NEURAL NETWORK WITH SMALL PARAMETERS
Васильев С.А., Канзитдинов С.К., Коршок Е.О.
number of cells is considered. The Cauchy problem for singular perturbed systems of infinite order
Modelling a Crawler Robot Using Wheels as Pseudo-Tracks: Model Complexity vs Performance
Moskvin I., Lavrenov R., Magid E., Svinin M.
simulation performance. The model complexity is reflected by a number of virtual wheels that approximate each
Linear Orderings of Low Degree
Frolov A.
-quasi-discrete ordering of low degree has a computable representation, and study estimates for the complexity of all

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