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On Calculation of Abelian Differentials differentials of the third kind on a plane algebraic curve over the field of complex numbers that has
From the algebraic methods of Diophantus-Fermats-Euler to the arithmetic of algebraic curves: About the history of diophantine equations after Euler [От алгебраических методов Диофанта - Ферма - Эйлера к арифметике алгебраических кривых: из истории диофантовых уравнений после Эйлера] of the Diophantine analysis and where apparatus of algebraic curves was used in a pioneering way. © 2021 State Lev
Dynamical phenomena in the hierarchical fermionic modelWe describe the global behaviour of stable invariant curves of renormalization group transformation
Integration over non-rectifiable curves and Riemann boundary value problems-rectifiable curves in the case of complex functions of one complex variable. Especially the jump behavior
Finite difference schemes and classical transcendental functions of differential equations with algebraic integrals of motion and try to find a totally conservative difference
On an example of a system of differential equations that are integrated in Abelian functions depends algebraically on the constants of integration, then integrating this equation does not lead out
О числе точек на одном классе кривых в кольце вычетов вычетов по составному модулю. The number of points on a curve xᵐ ≡ yᵏ
(mod n) is calculated
Integration over non-rectifiable curves and Riemann boundary value problems-rectifiable curves in the case of complex functions of one complex variable. Especially the jump behavior
Using Parametric Blocks for Construction of Flat Algebraic Curves in AutoCAD by the Example of Cassini Ovals are flat curves. However, the variety of these curves remains unclaimed by constructors, architects
Dynamical phenomena in the hierarchical fermionic modelWe describe the global behaviour of stable invariant curves of renormalization group transformation
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