Nazaret Tovmasyan's Publications (Full profile)

Book

  1. N. E. Tovmasyan, Non-Regular Differential Equations and Calculations of Electromagnetic Fields, World Scientific, Singapore - New-Jersey - London - Honk-Kong, pp. 1-243, (1998)
  2. N. E. Tovmasyan, Boundary value problems for partial differential equations and applications in electrodynamics, World Scientific, Singapore - New-Jersey - London - Honk-Kong, pp. 1-250, (1994)

Paper

  1. N. E. Tovmasyan, The degenerative case of the Wiener - Hopf equation, Sibirskij Matem. Journal, 19, (4), pp. 902-922, (1978)
  2. N. E. Tovmasyan, The linear ordinary differential equations with singularities in the class of analytic functions, Differential Equations, 12, (9), pp. 1596-1605, (1976)
  3. N. E. Tovmasyan, Some equations in the Banach spaces and their applications , Izvestija AN Arm. SSR, Matematika,., 8, (3), pp. 181-189, (1973)
  4. N. E. Tovmasyan, Some functional equations for analytic functions , Izvestija AN Arm. SSR, Matematika,., 7, (2), pp. 126-140, (1972)
  5. N. E. Tovmasyan, On one method of solution of the boundary value problem for the second order elliptic system of differential equations on the plane, Matematicheskij Sbornik, 89, (4), pp. 599-616, (1972)
  6. N. E. Tovmasyan, The effective methods of solution of the Dirichlet problem for the second order elliptic system with constant coefficients inside ellipse , Differential Equations, 5, (1), pp. 60-72, (1969)
  7. N. E. Tovmasyan, New posing and investigation of the first, second and third boundary value problems for strongly connected elliptic systems of second order differential equations with constant coefficients , Izvestija AN Arm. SSR, Matematika,., 3, (6), pp. 497-521, (1968)
  8. N. E. Tovmasyan, On a theory of singular integral equations, Differential Equations, 3, (1), pp. 69-81, (1967)
  9. N. E. Tovmasyan, On a theory of the general linear boundary value problems for elliptic systems, Sibirskij Matem. Journal, 8, (5), pp. 1105-1124, (1967)
  10. N. E. Tovmasyan, The general boundary value problem for second order elliptic system of differential equations , Proceedings of Tbilisi Mathem. Institut after A. M. Razmadze, 33, pp. 93-111, (1967)
  11. N. E. Tovmasyan, The Dirichlet problem for the second order elliptic systems of differential equations not satisfied the Lopatinskij condition, Sibirskij Matem. Journal, 7, (4), pp. 920-939, (1966)
  12. N. E. Tovmasyan, The general boundary value problem for the second order elliptic system with constant coefficients.1, Differential Equations, 2, (1), pp. 3-24, (1966)
  13. N. E. Tovmasyan, The general boundary value problem for the second order elliptic system with constant coefficients.2, Differential Equations, 2, (2), pp. 163-172, (1966)
  14. N. E. Tovmasyan, Some boundary value problems for the second order system of the elliptic type equations on the plane, Dokl. Akad. of Sciences USSR, 160, (6), pp. 1275-1279, (1965)
  15. N. E. Tovmasyan, Some boundary value problems not satisfied to Lopatinski condition for the second order system of elliptic equations, Dokl. Akad. of Sciences USSR, 160, (5), pp. 1028-1032, (1965)
  16. N. E. Tovmasyan, On a boundary value problems for Laplace equation with breaking boundary functions, Sibirskij Matem. Journal, 5, (1), pp. 174-186, (1964)
  17. N. E. Tovmasyan, The Dirichlet problem for the second order elliptic system of differential equations , Dokl. Akad. of Sciences USSR, 159, (5), pp. 995-999, (1964)
  18. N. E. Tovmasyan, Boundary value problems for the Tricomi equation with non-smooth boundary conditions, Sibirskij Matem. Journal, 4, (2), pp. 391-408, (1963)
  19. N. E. Tovmasyan, The Dirichlet problem for the elliptic system of two second order differential equations, Dokl. Akad. of Sciences USSR, 153, (1), pp. 53-56, (1963)
  20. N. E. Tovmasyan, The Dirichlet problem for the system of two second order elliptic equations, Proceedings of Soviet-American Symposium on Partial Differential Equtions. Novosibirsk, pp. 147-154, (1963)
  21. N.E. Tovmasyan, Some properties of the harmonic functions with singularities on the boundary in the n-dimensional space , Sibirskij Matem. Journal, 3, (6), pp. 870-876, (1962)
  22. N.E. Tovmasyan, On an existence and uniqueness of the solution of the Dirichlet problem for Laplace equation in the class of functions with singularities on the boundary, Sibirskij Matem. Journal , 2, (2), pp. 290-312, (1961)
  23. N. E. Tovmasyan, On an existence of the solution of the Dirichlet problem for non-integrable boundary conditions , Izvestija AN Arm. SSR, Matematika,., 11, (3), pp. 23 -41, (1958)