International Scientific and Practical Conference

"Electronics and Information Technologies"

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Issue 10

Issue 10, Pages: A-1-A-3
DOI: https://doi.org/10.30970/elit2018.A01
Mathematical Modeling of Nonlinear Dynamic Processes in Information Technologies of Mathematics
G. Vostrov, R. Opiata
The variety of unsolved mathematical problems is analyzed. It is shown that unsolved problems in the theory of numbers severely limit the further development of mathematical science in both theoretical and applied aspects. The foundations of experimental mathematics are formed as a tool for constructing information technologies in pure and applied number theory. On the basis of Artin’s hypothesis, a generalized hypothesis is formed and shown as a means of non-linear dynamical processes to obtain a sufficiently accurate solution of it
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