## Kholboev Bokhodir

### Associate Professor (Mathematics for engineering sciences)

**Date and place of birth:** 13.10.1975, Kashkadaryo, Uzbekistan

**Nationality:** Uzbek

**Education:** High

**Academic degree:** PhD

**Academic rank:** No

**E-mail: ** b.kholboev@polito.uz

**Phone: **+998 71 2740400

#### Education

Masters – 1992-1997 Karshi State University, Faculty of Mathematics, Department of Mathematics.

PhD in Physics and mathematics – 2006, Institute of Mathematics, Uzbek Academy of Sciences, Tashkent, Uzbekistan. Specialization – Differential Equations and Mathematical Physics.

Certificate course on Language – 2007, ITEC, Hydarabad, India.

Certificate of the participant of Workshop “Nonlinear equations”, 2006, International Center for Theoretical Physics, Trieste, Italy

2014-2015 Postdoctoral student of Department mechanical engineering of Lund University, Sweden

2011-2014 PhD student of Department of Mathematical Sciences “Giuseppe Luigi Lagrange”of Politecnico di Torino, Italy

2009-2010 Postdoctoral student at the TWAS-CAS.

2008 Postdoctoral student at the Academy of Mathematics and System Sciences, Chinese Academy of Sciences, Beijing.

2007 ITEC, Foreign Language University, India.

#### Work experience

10.10.2010- presents Professor Associate of Department of Mechanics & Aerospace engineering of Turin University in Tashkent, Uzbekistan.

2016-2017 Director the Centre of Pedagogical Skills under Ministry of Higher Education in Uzbekistan

1.12.2002-10.10.2010 Senior researcher at the Institute of Mathematics of Uzbek Academy of Sciences and teacher of mathematics at the Institute of Finance.

2000-2002 Lecturer at the National University of Uzbekistan

1.10.1998-1.12.1999 Probation researcher. Institute of Mathematics of Uzbek Academy of Sciences

1.09.1997-1.10.1998 Teacher of mathematics, Karshi Economy and Engineering Institute, Kashkadaryo region.

#### Honours, Awards, Fellowships, Membership of Professional Societies

2002-2010 STCU Research grant

2006 – ITEC Fellowship

2006 – ICTP Scholarship

2014-2015 – ERASMUS MUNDUS scholarship

#### Research interests and past projects

Differential equations, nonlinear analysis, mathematical physics, mechanics, applied mathematics, Boundary value problems for PDE, variation method, integral equation, Schrodinger equation and systems, mathematical and physical models, operators theory

#### List of publications

1. Abdinazarov S., Kholboev B. General boundary value problems for the equation of the third order with multiple characteristics and discontinuous coefficients. Uzbek Mathematical Journal. 2001, No.3-4, p.3-9.

2. Kholboev B. A solution of the Cauchy problem for the third order equation with multiple characteristics in classes of ascending functions. Uzbek Mathematical Journal, 2002, No.1, p. 73-78.

3. Abdinazarov S.; Kholboev B. On a problem for the third order equation with multiple characteristics and non-linear boundary conditions. International conference “III-Posed and Inverse problems”, Dedicated to prof. M.M.Lavrentev on the occasion of his loth anniversary. August 5-9, 2002, Russian, Novosibirsk, Sobolev Institute Press, p.2-3.

4. Kholboev B. Nonlinear boundary value problems for the third order equations with multiple characteristics. Uzbek Mathematical Journal, 2002, No.3-4, p. 85-90.

5. Abdinazarov S.; Kholboev B. On problem for a third order equation with multiple characteristics. VSP. UTRECHT. BOSTON. 2003, pp. 173-178.

6. Kholboev B. Nonlinear boundary value problems for the third order equations with multiple characteristics. Doklady AN RUZ.2002. No.5, p.3-5.

7. Abdinazarov S., Kholboev B. General Boundary value problems for the equation of the third order with multiple characteristics and discontinuous coefficients. Ukrainian mathematical congress, 2001, Kiev, pp.32-33.

8. Kholboev B. On a boundary value problem for nonlinear odd order equation with multiple characteristics. “The Spectral theory of the differential operators and related problems of the analysis “. Russian, Sterlitamak, 2003, pp. 152-156.

9. Kholboev B. On a problem for the third order equation with multiple characteristics and non-linear boundary value problems. Russian-Uzbek symposium ” The Equations of the mixed type and related problems of the analysis and computer science “. Russian, Nalchik, 2003, 21-25 may, pp.85-87.

10. Kholboev B. On a boundary value problem for nonlinear odd order equation with multiple characteristics. Uzbek Mathematical Journal, 2003, No.3-4, pp. 35-40.

11. Kurbonov O., Kholboev B. On a boundary value problem for nonlinear odd order equation with multiple characteristics. Uzbek Mathematical Journal, 2004, No.3-4, pp. 33-39.

12. Kholboev B. Positive solution of PDE. Russian symposium “The Equations of the mixed type and related problems of the analysis and computer science “. Russian, Nalchik, 2005, 21-25 may, pp.85-89.

13. Kholboev B. Variation methods for PDE. International conference “III-Posed and Inverse problems”, 2007, Samarkand, Uzbekistan.

14. Kholboev B.(Jointly work with Hynek Kovarik) Heat kernel of Laplace and Schrodinger operators.(in progress)

15. Kholboev B.(Jointly work with L.Rodino) Pseudodifferential operators with some symbol classes.(in progress).

16. Gao Shangoa; Kholboev B. Boundary value problems for third order partial differential equations. Proceeding of Turin Polytechnic University in Tashkent, Uzbekistan, 2012.

17. Kholboev B. Boundary value problems for PDEs and some classes of Lp-bounded pseudodierential operators. Politecnico di Torino, 2014.

18. B.Kholboev, E.Sharipov.On some classes of integral equations. International conference. Nonclassical equations of mathematical physics and their applications. Tashkent. Uzbekistan, 2014.

19. Kholboev B. From atomic model to continuum theory for thin films. ICMCSF, May 1 7-22, Lille, France, 2015.

20. Kholboev B. Convergence of the variational problems for atomic model to continuum theory. International Conference. Qarshi, 2016.

21. Kholboev B., Bobonazarov A., Khabibullaev Kh. Web-based simulation to Monty Hall problem, Modern problems of dynamical systems and their applications, International conference, TTPU, Tashkent, 2017.

22. Kholboev B., Matmuratov I., Sharipov E. Hencky plasticity with non-convex potentials. International conference of Modern problems of dynamical systems and their applications, TTPU, Tashkent, 2017.

23. Kholboev Bokhodir, Mamajonov Temurbek, Khakimov Rasulbek ALTERNATIVE FUELS. Proceeding of conference Ministry of Education Republic of Uzbekistan, Tashkent, Uzbekistan, 2018.

24. B.Kholboev, E.Sharipov. Development of renewable energy sources, alternative fuels for automobiles. Prospects for the development of renewable energy sources in Uzbekistan. International conference, Tashkent, Uzbekistan, 2018.