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On additive binary problems with semiprime numbers of a specific formThe paper is devoted to methods of solution of binary additive problems with semiprime numbers
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
On additive binary problems with semiprime numbers of a specific formThe paper is devoted to methods of solution of binary additive problems with semiprime numbers
Statistical theory of nonuniform systems and reduced description in the density fluctuation theoryA statistical theory of nonuniform systems is developed, based on the conditional distribution
On Calculation of Abelian Differentials differentials of the third kind on a plane algebraic curve over the field of complex numbers that has
An Atiyah–Bott–Lefschetz Theorem for Relative Elliptic ComplexesAbstract Relative elliptic theory is a theory of elliptic operators for pairs $$(M,X)$$ of closed
An Atiyah–Bott–Lefschetz Theorem for Relative Elliptic ComplexesRelative elliptic theory is a theory of elliptic operators for pairs $(M,X)$ of closed smooth
Hyperbolic numbers as Einstein numbersIn the special theory of relativity (SR) it is usual to highlight so-called paradoxes. One
A Modular Extension for a Computer Algebra SystemPy computer algebra system with a low-level module that implements a random number generator. © 2020, Pleiades
Representation of natural numbers by sums of four squares of integers having a special formThis paper obtains an asymptotic formula for the number of solutions to the equation l2 1 + l2 2
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