-Best Approximation of a γ-Regular Function

D. A. Lakew 1
  • 1 Department of Mathematics and Computer Science, Virginia State University, Petersburg, VA 23806, USA. e-mail: dlakew@vsu.edu

Abstract

In this paper, we construct γ-regular Cln-minimal function systems in , the generalized Bergman space of Cln-valued functions in the Sobolev space which are used in the best way to approximate null solutions of the in-homogeneous Dirac operator.

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JAA is devoted to applications of mathematical analysis, e.g. to economics, mathematical physics, mechanics and computer sciences. Topics include applications of mathematical analysis, differential equations, dynamical systems, optimization, optimal control, stochastic modeling and probability theory, numerical methods. The journal is jointly produced by the Institute of Mathematics of the Technical University of Lodz and De Gruyter.

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