Continuity of multifunctions with respect to local sieves and quasi-uniform convergence
I. Domnik (1990)
Matematički Vesnik
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Displaying similar documents to “Generalizations of the uniform convergence”
Continuity of multifunctions with respect to local sieves and quasi-uniform convergence
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It is shown that the methods developed in an earlier paper of the author about a Dirichlet problem for the Silov boundary [Annales Inst. Fourier, 11 (1961)] lead in a new and natural way to the most important results about the convergence of positive linear operators on spaces of continuous functions defined on a compact space. Choquet’s notion of an adapted space of continuous functions in connection with results of Mokobodzki-Sibony opens the possibility of extending these results...
Addendum to the paper "Generalizations to monotonicity for uniform convergence of double sine integrals over ℝ̅ ²₊" (Studia Math. 201 (2010), 287-304)
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