Speciality: 01.01.02 (Differential equations, dynamical systems, and optimal control)
E-mail:
Website: https://ruslan-sharipov.ucoz.com
Keywords: dynamical systems on manifolds; integrable equations of mathematical physics; classificational theory of ordinary differential equations; algebraicity of holomorphic functions.

Subject:

I have interests in mathematics, theoretical physics, medicine, and chemistry:

1) soliton theory;

2) geometry of normal shift;

3) mathematical analysis and theory of functions;

4) symmetries and invariants;;

5) general algebra;

6) solid state physics;

7) tensor analysis;

8) particles and fields;

9) number theory;

10) spectral theory of operators;

11) ultra-high-rise construction;

12) non-Einsteinian theory of gravity;

13) medical equipment;

14) chemistry and chemical technology.

Main publications:

• Sharipov R. A. Effective procedure of point-classification for the equation $y''=P+3Qy'+3Ry'^2+Sy'^3$, Electronic archive at LANL (http://arXiv.org), 1998, math.DG/9802027, 1–35.
• Sharipov R. A., 3D-brane universe model, part I, Ufa 2024.

Recent publications

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Organisations:

• V. A. Steklov Mathematical Institute, USSR Academy of Sciences, 1983-1986
• Bashkir State University, 1987-2022
• The University of Akron, 2003-2004
• Ufa University of Science and Technology, since 2022