Aram Hakobyan's Publications (Full profile)

Conference Paper

  1. A. Hakobyan, H. Shahgholian, An Overdetermined Problem in Nonlinear Parabolic Potential Theory, Abstracts of International Conference "Harmonic analysis and approximations II"(Nor Amberd, Armenia, Sept. 11-18, ), pp. 32-33, (2001)
  2. A. Hakobyan, H. Shahgholian, Generalized Mean Value Property for Caloric Functions, 3rd International ISAAC Congress, August 20-25, Freie Universitaet Berlin, GERMANY, (2001)
  3. N. Arakelian, A. Hakobyan, Complex Approximations and Deficient Values, Abstracts of International Conference "Harmonic analysis and approximations I"(Nor Amberd, Armenia, Sept. 18-25, ), pp. 6-7, (1998)

Paper

  1. A. Hakobyan, H. Shahgholian, Uniqueness of Solutions for a Free Boundary Problem of p-Parabolic Type, Journal of Contemporary Mathematical Analysis, . , 36, (5), pp. 12-18, (2001)
  2. N. Arakelian, A. Hakobyan, Entire Functions with Infinite Set of Deficient Functions, Israel Mathematical Conferences Proceedings, 15, pp. 11-19, (2001)
  3. A. Hakobyan, Analytic Functions with Infinite Set of Deficient Functions, Dep. Arm. NIINTI, 09. 03. 99. N 38, Ar-99, . N 2, p. 7 (in Russian), (38), (1999)
  4. A. Hakobyan, Deficient Functions of Bounded Type, Journal of Contemporary Mathematical Analysis, pp. ? - ?, 33, (4), (1998)
  5. A. Hakobyan, Uniqueness Theorems for Polynomials, Journal of Contemporary Mathematical Analysis, 32, (6), pp. 1-11, (1997)

Book

  1. A. Hakobyan, N. Khrimyan, Logical Puzzles, Yerevan, Macmillan Armenia, textbook for schools (in armenian), pp. 200, (2000)
  2. A. Hakobyan, N. Khrimyan, Logical Puzzles - Solutions, methodical hints, Yerevan, Macmillan Armenia, methodical book for teachers (in armenian), pp. 192, (2000)
  3. A. Hakobyan, Logical Entertainments, Yerevan, Gitutyun, popular math. book (in armenian), pp. 136, (1996)
  4. A. Hakobyan, Mathematical Mosaic, Yerevan, Usum, textbook (in armenian), pp. 192, (1992)

Submitted Paper

  1. A. Hakobyan, H. Shahgholian, An Overdetermined Problem in Nonlinear Potential Theory of p-parabolic Type, Potential Analysis.
  2. A. Hakobyan, H. Shahgholian, Generalized Mean Value Property for Caloric Functions, Proceedings of ISAAC Conference in Berlin.
  3. A. Hakobyan, A. Karakhanyan, Existence of a Free Boundary for Dirac Sources, Proceedings of Workshop on Nonlinear Models and Analysis in Vienna.