Tatevik Gharibyan's Publications (Full profile)

Conference Paper

  1. T. Gharibyan, W. Luh and J. Müller, Lacunary summability and analytic continuation of power series , Oberwolfach Rep., Mini-Workshop: Complex Approximation and Universality, (6), pp. 17-24, (2008)
  2. T. Gharibyan and W. Luh, Densities connected ith overconvergence, Oberwolfach Rep., Mini-Workshop: Complex Approximation and Universality, (6), pp. 11-17, (2008)

Paper

  1. T. Gharibyan, W. Luh and J. Müller, Lacunary (R, p, M) ? summability, Analysis (Munich), 27, (2-3), pp. 311-321, (2007)
  2. T. Gharibyan, W. Luh and M. Niess, Birkhoff-functions that are bounded on prescribed sets , Archiv der Mathematik, 86, (3), pp. 261-267, (2005)
  3. T. Gharibyan, W. Luh and J. Müller, Lacunary summability and analytic continuation of power series , Analysis (Munich), 24, (3), pp. 255-271, (2004)
  4. T. Gharibyan and G. Schmieder, Fixed points of univalent functions, Computational Methods and Function Theory (CMFT), 3, (1), pp. 299-304, (2003)
  5. T. Gharibyan and W. Luh, Lacunary power series with various universal properties, Annales Univ. Sci. Budapest., Sect. Comp. , 22, pp. 113-126, (2003)
  6. T. Gharibyan, W. Luh and J. Müller, Approximation by lacunary polynomials and applications to universal functions , Analysis, 23, (3), pp. 199-214, (2003)
  7. . T. Gharibyan and W. Luh, Universal power series with Poisson gaps, J. Contemp. Math. Anal. , 38, (4), pp. 51-64, (2003)
  8. T. Gharibyan and V. A. Martirosian, Radial boundary values of analytic functions representable by lacunary power series , J. Contemp. Math. Anal., 36, (3), pp. 9-21, (2001)
    Published translation
    Izv. Nats. Akad. Nauk Armenii Mat.
    36
    (3)
    , pp. 36-47
    (2001)
  9. T. Gharibyan, Location of spiral singularities of power series II, Uch. Zapiski EGU, (3), pp. 18-25, (2001)
  10. T. Gharibyan, Location of spiral singularities of power series. , J. Contemp. Math. Anal. , 34, (5), pp. 27-34, (1999)
    Published translation
    Izv. Nats. Akad. Nauk Armenii Mat.
    34
    (5)
    , pp. 19-25
    (1999)

Submitted Paper

  1. Gharibyan, W. Luh and J. Müller, A lacunary version of Mergelian?s approximation theorem , J. Approximation Theory
  2. T. Gharibyan and W. Luh, Density problems connected with overconvergence, J. Contemp. Math. Anal.,