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V. I. Ivanov, “Representation of Functions by Series in Symmetric Metric Spaces without Linear Functionals,” Trudy MIAN SSSR, Vol. 189, 1989, pp. 34-77.

has been cited by the following article:

• TITLE: Representation of Functions in L1μ Weighted Spaces by Series with Monotone Coefficients in the Walsh Genrealized System

  AUTHORS: Martin Grigoryan, Artavazd Minasyan

  KEYWORDS: Orthonormal System; Convergence; Functional Series

  JOURNAL NAME: Applied Mathematics, Vol.4 No.11A, October 31, 2013

  ABSTRACT: Let is the Walsh generalized system. In the paper constructed a weighted space , and series in the Walsh generalized system with monotonically decreasing coefficient such that for each function in the space one can find a subseries that converges to in the weighted and almost everywhere on [0,1].