Sergo Episkoposian's Publications (Full profile)

Conference Paper

  1. Episkoposian S. A., Existence of double Walsh series universal in weighted L_mu ^1[0,1]^2 spaces, HARMONIC ANALYSIS AND RELATED PROBLEMS, Zaros, Crete, Greece, (2006)
  2. Episkoposian S. A., On the divergence of Fourier-Walsh series in L^1[E] metric, International Conference, HARMONIC ANALYSIS and APPROXIMATION III, Tsahkadzor, ARMENIA, (2005)
  3. Episkoposian S. A., Double Walsh series universal in weighted L_mu ^1[0,1]^2 spaces, International Conference on Harmonic Analysis and Ergodic Theory, USA, (2005)
  4. Episkoposian S. A., The Walsh system as not a Quasi-Greedy basis for L^1[0,1], Approximation and Harmonic Analysis, Auckland, New Zealand, (2005)
  5. Episkoposian S. A., On the existence of universal series by trigonometric system, The 12th Saratov winter school, " Modern problems of the theory Functions and their application ", Saratov, Russia, (2004)
  6. Episkoposian S. A., On the divergence of Greedy algorithms with respect to Walsh system, The first international Workshop on Polynomial Orthogonality and Applications, Annaba, Algeria, (2004)
  7. Episkoposian S. A., On the universal series by trigonometric and Walsh systems in weighted spaces L_mu ^1, Seventh Int. Symposium on Orthogonal Polynomials, Special Functions and Applications, Copenhagen, Denmark, August, pp. 18-22,, (2003)
  8. Episkoposian S. A., On the series by Walsh system universal in weighted L_mu ^1[0,1] spaces, International Conference, Mathematics in Armenia, Advances and Perspectives, September 30 - October 7, Tsahkadzor, ARMENIA, (2003)
  9. Episkoposian S. A., On the systems is not Quasi-Greedy basis, Isaac International Conferensce, Yerevan, Armenia, (2002)
  10. Episkoposian S. A., On the multiplicatively completion of Walsh subsystem to quasibasis in L ^1[0,1], International Conference, HARMONIC ANALYSIS and APPROXIMATION II, Nor Amberd, Armenia, p. 17, (2001)
  11. Episkoposian S. A., On almost everywhere convergence of Fourier-Walsh series, Djrbashian Memorial Conference, Yerevan, Armenia, p. 19, (1998)
  12. Episkoposian S. A., On the convergence of Fourier-Walsh series, International Conference, HARMONIC ANALYSIS and APPROXIMATION, Nor Amberd, Armenia, p. 17, (1998)

Paper

  1. Episkoposian S. A., On the existence of universal series by trigonometric system, Journal of Functional Analysis, 230, pp. 169-189, (2006)
  2. Episkoposian S. A., On the divergence of Greedy algorithms with respect to Walsh subsystems in L^1, Journal of Nonlinear Analysis Series A: Theory, Methods & Applications, 65, (2006)
  3. Episkoposian S. A. , Kazaryan G. G., On the divergence of Greedy algorithms with respect to Walsh systems in L ^1, Mathematics in Higer School, [in russian], (3), (2005)
  4. Episkoposian S. A. , Hunanian A. Harutunyan J., On the representation of functions by series Walsh system, Mathematics in Higer School, [in russian], (4), (2005)
  5. Episkoposian S. A., Representation of functions in weighted spaces L_mu ^1 by trigonometric series, Mathematics in Higer School, [in russian], (3), pp. 35-45, (2004)
  6. Episkoposian S. A., On the existence of universal series by Walsh system, Izvestiya Natsionalnoi Akademii Nauk Armenii, English trans. in: Journal of Contemporary Mathematical Analysis, 38, (4), pp. 16-32, (2003)
  7. Episkoposian S. A., On the series by trigonometric system, Mathematics in Higer School, . [in russian], (1), pp. 36-43, (2003)
  8. Episkoposian S. A. , Grigorian M. G., Representation of functions in weighted spaces L_mu ^1 by trigonometric and Walsh series, Analysis Mathematica, 27, pp. 261-277, (2001)
  9. Episkoposian S. A., On the divergence of Fourier-Walsh series, Uch. Zapiski. , Yerevan State University, . [in russian], (2), pp. 19-23, (2000)
  10. Episkoposian S. A., On the series by Walsh system universal in weighted L_mu ^1 spaces, Izvestiya Natsionalnoi Akademii Nauk Armenii, English trans. in: Journal of Contemporary Mathematical Analysis, 34, (2), pp. 16-32, (1999)
  11. Episkoposian S. A. , Grigorian M. G., On universal trigonometric series in weighted spaces L_mu ^1, East Journal on Approximations, 5, (4), pp. 483-492, (1999)

Submitted Paper

  1. Episkoposian S. A., On the divergence of Greedy algorithms with respect to generalized Walsh systems in L^1[0,1], Izvestiya Natsionalnoi Akademii Nauk Armenii, English trans. in: Journal of Contemporary Mathematical Analysis
  2. Episkoposian S. A., Universal series by trigonometric system in weighted L_mu ^1[0,1] spaces, [to appear], International Journal Mathematics and Mathematical Scianeses
  3. Episkoposian S. A., Existence of double Walsh series universal in weighted L_mu ^1[0,1]^2 spaces, [to appear], Advances in Mathematics