Romen Shahbaghyan's Publications (Full profile)

Paper

  1. Romen Shahbaghyan, On some control optimal problem, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 37, (2), (2002)
  2. Romen Shahbaghyan, On uniqueness of solutions of parabolic equations, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 35, (5), pp. 70-76, (2000)
  3. Romen Shahbaghyan, Uniqueness of the weak solutions of evolutionary equations, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 34, (3), pp. 73-83, (1999)
  4. Romen Shahbaghyan, Control problem for Petrovski sense correct equations with variable coefficients, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 34, (5), pp. 35-47, (1999)
  5. Romen Shahbaghyan, G. S. Hakobian, Boundary value problem for nonlinear equations degenerating on the part of boundary, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 33, (6), pp. 1-10, (1998)
  6. Romen Shahbaghyan, The control problem for a correct in Petrovsky's sense equations, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 32, (5), pp. 45-61, (1997)
  7. Romen Shahbaghyan, G. S. Hakobian, Mixed boundary value problem for high order quasilinear degenerate evolutionary equations, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 31, (3), pp. 2-23, (1996)
  8. Romen Shahbaghyan, R. G. Airapetian, E. P. Zhidkov, Numerical method for solving treinverse scattering problem, based on the asymptotic regularization, Mathematicheskoe Modelirovanie, 8, (3), pp. 33-48, (1996)
  9. Romen Shahbaghyan, G. S. Hakobian, Mixed boundary value problem for high order Sobolev type nonlinear degenerate equations, Journ. of Contemporary Math. Analysis Armenian Academy of Sciences, 30, (1), pp. 21-36, (1995)
  10. Romen Shahbaghyan, On the construction of attractors for the high order nonlinear parabolic equations, Soviet Journ. of Contemporary Math. Analysis, 25, (6), pp. 49-59, (1990)
  11. Romen Shahbaghyan, General boundary problem for elliptic operators of high order on the infinite dimensional manifolds with a boundary, Soviet Journ. of Contemporary Math. Analysis, 19, (1), pp. 1-17, (1984)
  12. Romen Shahbaghyan, The Dirichlet problem in the half-space for the elliptic operators of high order with infinite number of independent variables, Izv. Acad. Nauk Arm. SSR, ser. Matematika, 16, (2), pp. 150-166, (1981)
  13. Romen Shahbaghyan, Convolution equations in half-space, Math. Sbornik, 70, (2), pp. 266-296, (1966)