ON DIFFERENT TYPES OF CONVERGENCES FOR SEQUENCES OF TOTALLY-MEASURABLE FUNCTIONS


Croitoru A., Gavrilut A., Mastorakis N. E.

9th WSEAS International Conference on Simulation, Modelling and Optimization, Budapest, Hungary, 3 - 05 September 2009, pp.196-197 identifier

  • Publication Type: Conference Paper / Full Text
  • City: Budapest
  • Country: Hungary
  • Page Numbers: pp.196-197

Abstract

In this paper we present some relationships among different types of convergences for sequences of totally-measurable functions, such as convergence in submeasure, convergence in variation, almost uniformly convergence, uniform convergence and convergence in L-p.