Selective publications

    Full list of publications

    Submitted manuscripts

     

SELECTIVE PUBLICATIONS

 

  • 1. Nieto J.J. and Karimov E.T. On an analogue of the Holmgren’s problem for 3d singular elliptic equation. Asian and European Journal of Mathematics (AEJM), Vol.5, No 2 (2012) 1250021 (18 pages) DOI: 10.1142/S1793557112500210.
  • 2. A.S.Berdyshev, A.Cabada, E.T.Karimov. On a non-local boundary problem for a parabolic-hyperbolic equation involving Riemann-Liouville fractional differential operator. Nonlinear analysis 75 (2012), 3268-3273. Doi:10.1016/j.na.2011.12.033.
  • 3. A.S.Berdyshev, E.T.Karimov and N.Akhtaeva.  Boundary value problems with integral gluing conditions for fractional order mixed type equation. International Journal of Differential Equations, Volume 2011, Article ID 268465, 10 pages doi:10.1155/2011/268465.
  • 4. Nieto J.J. and Karimov E.T. The Dirichlet problem for 3-D elliptic equation with two singular coefficients. Computers and Mathematics with applications (CAMWA), 62(1), 2011, pp.214-224.
  • 5. Urinov A.K. and Karimov E.T. On fundamental solutions for 3D singular elliptic equations with a parameter, Applied Mathematics Letters (AML), 24(3), 2011, pp.314-319.
  • 6. Rassias J.M. and Karimov E.T. Boundary-value problems with initial non-local condition for parabolic equations with parameter. European Journal of Pure and Applied Mathematics (EJPAM), 3(6), 2010, pp.948-957.
  • 7. Karimov E.T. A boundary-value problem for three-dimensional elliptic equation with singular coefficients. Uzbek Mathematical Journal, Number 2, 2010, pp. 56-66.
  • 8. Karimov E.T. On the Dirichlet problem for three dimensional elliptic equation with singular coefficient. Reports of the Academy of Sciences of the Republic of Uzbekistan (DAN RUz),  Number 2, 2010, pp. 9-12.
  • 9. Karimov E.T. On a boundary problem with Neumann's condition for 3D singular elliptic equations, Applied Mathematics Letters (AML), 23(5), 2010, pp.517-522.
  • 10. Hasanov A., Karimov E.T. Fundamental solutions for a class of three-dimensional elliptic equations. Applied Mathematics Letters (AML), 22(12), 2009, pp.1828-1832.
  • 11. Karimov E.T. Some non-local problems for the parabolic-hyperbolic type equation with complex spectral parameter. Mathematische Nachrichten (MN), 281(7), 2008, pp.959-970.
  • 12. Karimov E.T., Eshmatov B.E. Boundary-value problems with continuous and special gluing conditions for parabolic-hyperbolic type equations. Central European Journal of Mathematics (CEJM), 5(4), 2007, pp.741-750.     
  • 13. Karimov E.T. Non-local problems with special gluing condition for the parabolic-hyperbolic type equation. PanAmerican Mathematical Journal, 17(2), 2007, pp.11-20. 
  • 14. Berdyshev A.S., Karimov E.T. Non-local boundary-value problems with special gluing conditions for parabolic-hyperbolic equation. Reports of the Academy of Sciences of the Republic of Uzbekistan (DAN RUz),  Number 3, 2006, pp. 14-16.
  • 15. Berdyshev A.S., Karimov E.T. Some-non-local problems for the parabolic-hyperbolic type equation with non-characteristic line of changing type. Central European Journal of Mathematics (CEJM), 4(2), 2006, pp.183-193.
  • 16. Karimov E.T. About the Tricomi problem for the mixed parabolic-hyperbolic type equation with spectral parameter. Complex Variables and Elliptic Equations, 50(6), 2005, pp.433-440.      
  • 17. Berdyshev A.S., Karimov E.T. Non-local problems for parabolic-hyperbolic type equations with spectral parameter. (Russian. English, Uzbek summaries). Uzbek Mathematical Journal, Number 4, 2005, pp.22–36.
  • 18. Karimov E.T. On the existence of a solution of two non-local problems for an equation of mixed type with a spectral parameter. (Russian. English, Uzbek summaries). Uzbek Mathematical Journal, Number 3-4, 2003, pp.16–24.

COMPLETE LIST OF PUBLICATIONS

 

  • 1. A.S.Berdyshev, E.T.Karimov. On a boundary problem with integral gluing condition for parabolic-hyperbolic equation. Abstracts of republican scientific conference with participation of foreign scientists “Operator algebra and related problems”. Tashkent, 2012, pp.115-116.
  • 2. A.S.Berdyshev, A.Cabada, E.T.Karimov. On a boundary-value problem with integral gluing condition for parabolic-hyperbolic equation with fractional differential operator. Abstracts of the Int.Conf. “Inverse and Ill-posed problems of mathematical physics dedicated to the 80th anniversary of the birthday of Academician M.M.Lavrent’ev”. Novosibirsk, 2012, pp.345-346.
  • 3. E.T.Karimov, J.S.Akhatov. Nonlocal problem with integral gluing condition for mixed type equation with fractional order diffusion equation. Abstracts of republican conference “Modern problems of complex and functional analysis”. Nukus, 2012, pp. 108-109.
  • 4. E.T.Karimov. Boundary problem with the Neumann-Dirichlet condition for elliptic equation with singular coefficients. Proceedings of the second Russian-Uzbek Symposium “Mixed type equations and related problems of analysis and informatics”. Nalchik, 2012, pp.139-141.
  • 5. E.T.Karimov, N.S.Akhtaeva. The Gellerstedt problem with special gluing condition of the integral form for the fractional order diffusion-wave equation. Abstracts of scientific-practical seminar “Incorrect and non-classical problems of mathematical physics and analysis”. Samarkand, 2012, pp.43-44.
  • 6. A.S.Berdyshev, E.T.Karimov. The Tricomi problem with special gluing condition of the integral form for parabolic-hyperbolic equation. Abstracts of scientific-practical seminar “Incorrect and non-classical problems of mathematical physics and analysis”. Samarkand, 2012, pp.19-20.
  • 7. A.S.Berdyshev, A.Cabada, E.T.Karimov. On a non-local boundary problem for a parabolic-hyperbolic equation involving Riemann-Liouville fractional differential operator. Nonlinear analysis 75 (2012), pp.3268-3273. Doi:10.1016/j.na.2011.12.033.
  • 8. Nieto J.J. and Karimov E.T. On an analogue of the Holmgren’s problem for 3d singular elliptic equation. Asian and European Journal of Mathematics (AEJM), Vol.5, No 2 (2012) 1250021 (18 pages) DOI: 10.1142/S1793557112500210.
  • 9. A.S.Berdyshev, A.Cabada, E.T.Karimov. On a non-local boundary problem for parabolic-hyperbolic equation involving Riemann-Liouville fractional differential operator. Abstracts of the 4th Congress of the Turkic World Mathematical Society (TWMS) Baku, Azerbaijan, 1-3 July, 2011, P.180.
  • 10. A.S.Berdyshev, E.T.Karimov and N.Akhtaeva.  Boundary value problems with integral gluing conditions for fractional order mixed type equation. International Journal of Differential Equations, Volume 2011, Article ID 268465, 10 pages doi:10.1155/2011/268465.
  • 11. Nieto J.J. and Karimov E.T. The Dirichlet problem for 3-D elliptic equation with two singular coefficients. Computers and Mathematics with applications (CAMWA), 62(1), 2011, pp.214-224.
  • 12. Urinov A.K. and Karimov E.T. On fundamental solutions for 3D singular elliptic equations with a parameter, Applied Mathematics Letters (AML), 24(3), 2011, pp.314-319.
  • 13. Rassias J.M. and Karimov E.T. Boundary-value problems with initial non-local condition for parabolic equations with parameter. European Journal of Pure and Applied Mathematics (EJPAM), 3(6), 2010, pp.948-957.
  • 14. Karimov E.T. On fundamental solutions for 3D singular elliptic equations with a parameter, Applied Mathematics Letters (AML), 23(5), 2010, pp.517-522.
  • 15. Karimov E.T. A boundary-value problem for three-dimensional elliptic equation with singular coefficients. Uzbek Mathematical Journal, Number 2, 2010, pp. 56-66.
  • 16. Karimov E.T. On the Dirichlet problem for three dimensional elliptic equation with singular coefficient. Reports of the Academy of Sciences of the Republic of Uzbekistan (DAN RUz), Number 2, 2010, pp. 9-12.
  • 17. Hasanov A., Karimov E.T. Fundamental solutions for a class of three-dimensional elliptic equations. Applied Mathematics Letters (AML), 22(12), 2009, pp.1828-1832.
  • 18. Berdyshev A.S., Karimov E.T. Boundary value problems for three-dimensional elliptic equation with singular coefficients. Bulletin of Almaty Humanitarian-Technical University, 1 (4), 2009, pp. 15-20.
  • 19. Karimov E.T. On a three-dimensional elliptic equation with singular coefficients. Abstracts of 7th ISAAC Congress. 2009 y. London-UK. P.108.
  • 20. Karimov E.T. Fundamental solutions for three-dimensional elliptic equations with singular coefficients (Russian). Abstracts of the international conference: “Differential equations and their applications”. 2009 y. Samara-Russia.
  • 21. Karimov E.T. Fundamental solutions for 3D elliptic equation with singular coefficient. Abstracts of the third Congress of the World Mathematical Society of Turkic countries. 2009 y. Almaty-Kazakhstan.
  • 22. Eshmatov B.E., Karimov E.T. A non-local problem with special gluing condition for parabolic-hyperbolic equation with parallel lines of type changing. Abstracts of the third Congress of the World Mathematical Society of Turkic countries. 2009 y. Almaty-Kazakhstan.
  • 23. Karimov E.T. A non-local problem for the first order complex hyperbolic equation (Russian). Proceedings of the international Russian-Abkhazian symposium: «Mixed type equations and related problems of analysis and informatics». 2009 y. Nalchik-Russia. 
  • 24. Berdyshev A.S., Karimov E.T. Boundary value problems for three-dimensional elliptic equation with singular coefficients. Bulletin of Almaty Humanitarian-Technical University, 1 (4), 2009, pp. 15-20.
  • 25. Karimov E.T. Some non-local problems for the parabolic-hyperbolic type equation with complex spectral parameter. Mathematische Nachrichten (MN), 281(7), 2008, pp.959-970.
  • 26. Berdyshev A.S., Karimov E.T. Boundary-Value problem with non-local initial condition for the degenerating parabolic equation. Proceedings of the international Russian-Azerbaijan symposium: «Mixed type equations and related problems of analysis and informatics». 2008 y. Nalchik-Russia. 
  • 27. Karimov E.T. Non-local problems with special gluing conditions for mixed type partial differential equation. Abstracts of the 24th South Eastern Analysis Meeting. Nashville TN –USA, 2008 y., p.18.
  • 28. Karimov E.T. Non-local problem with special gluing condition for parabolic-hyperbolic equation. Abstracts of the 6th ISAAC Congress. Ankara-Turkey, 2007 y., p.34.
  • 29. Karimov E.T., Eshmatov B.E. Boundary-value problems with continuous and special gluing conditions for parabolic-hyperbolic type equations. Central European Journal of Mathematics (CEJM), 5(4), 2007, pp.741-750.
  • 30. Berdyshev A.S., Karimov E.T. On a problem with special gluing condition for parabolic-hyperbolic equation. Abstracts of the second Congress of the World Mathematical Society of Turkic countries. Sakarya-Turkey, 2007 y., p.220.
  • 31. Karimov E.T. Non-local problems with special gluing condition for the parabolic-hyperbolic type equation. PanAmerican Mathematical Journal, 17(2), 2007, pp.11-20. 
  • 32. Karimov E.T. Uniqueness of the solution of one non-local boundary value problem for mixed parabolic type equation. International Journal of Applied Mathematics and Statistics (IJAMAS),8(M07), 2007, pp. 44-48.
  • 33. Berdyshev A.S., Karimov E.T. Some-non-local problems for the parabolic-hyperbolic type equation with non-characteristic line of changing type. Central European Journal of Mathematics (CEJM), 4(2), 2006, pp.183-193.
  • 34. Karimov E.T. A non-local problem with special sewing condition for parabolic-hyperbolic equation (Russian). Proceedings of the international conference: «Modern problems of differential equations, operator’s theory and space  technology».  Almaty-Kazakhstan, 2006 y. pp.58-59.
  • 35. Berdyshev A.S., Karimov E.T. Non-local boundary-value problems with special gluing conditions for parabolic-hyperbolic equation (Russian. English, Uzbek summaries). Reports of the Academy of Sciences of the Republic of Uzbekistan (DAN RUz),  Number 3, 2006, pp. 14-16.
  • 36. Berdyshev A.S., Karimov E.T. Non-local problems for parabolic-hyperbolic type equations with spectral parameter. (Russian. English, Uzbek summaries). Uzbek mathematical journal, Number 4, 2005, pp.22–36.
  • 37. Karimov E.T. About the Tricomi problem for the mixed parabolic-hyperbolic type equation with spectral parameter. Complex Variables and Elliptic Equations, 50(6), 2005, pp.433-440.
  • 38. Karimov E.T. On the existence of a solution of two non-local problems for an equation of mixed type with a spectral parameter. (Russian. English, Uzbek summaries). Uzbek mathematical journal, Number 3-4, 2003, pp.16–24.
  • 39. Karimov E.T. On an analogue of the Tricomi problem for parabolic-hyperbolic equation with complex spectral parameter (Russian). Proceedings of the international conference: «Modern problems of mathematical physics and information technologies». Tashkent-Uzbekistan, 2003 y. Vol 1. pp. 161-166.
  • 40. Karimov E.T. On the unique solvability of a problem for parabolic-hyperbolic equation with complex spectral parameter. Abstracts of the second international conference: «Science and technology in XXI age». Tashkent-Uzbekistan, 2003 y. p. 97.
  • 41. Karimov E.T. On the existence of the solution of the non-local problem for mixed type equation with spectral parameter (Russian). Proceedings of the international conference: «Spectral theory of differential operators and related problems», 2003 y., Sterlitamak-Russia. Vol. II. pp.75-79.
  • 42. Berdyshev A.S., Karimov E.T. On the existence of the solution of the non-local problem for parabolic-hyperbolic equation with spectral parameter (Russian). Proceedings of the international Uzbek-Russian symposium: «Mixed type equations and related problems of analysis and informatics», 2003 y., Nalchik-Russia. pp.31-32.
  • 43. Berdyshev A.S., Karimov E.T. On the uniqueness of the solution of the non-local problem for parabolic-hyperbolic equation with spectral parameter (Russian).  Proceedings of the international conference: «Modern problems of mathematics», 2002 y., Astana-Kazakhstan. pp.74-77.
  • 44. Berdyshev A.S., Karimov E.T. On the uniqueness of the solution of the problem with deviation for parabolic-hyperbolic equation with spectral parameter (Russian). Proceedings of the international conference: «Differential equations and their applications», 2002 y., Samara-Russia. pp.20-22.
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