On convergences of measurable functions in Archimedean vector lattices |
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| Authors: | Ján Haluška Ondrej Hutník |
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| Institution: | (1) Department of Mathematics, Wesleyan University, Middletown, CT 06457, USA;(2) 5 W. Oak St., Ramsey, NJ 07446, USA |
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| Abstract: | For Archimedean vector lattices X, Y and the positive cone
\mathbbL{\mathbb{L}} of all regular linear operators L : X → Y, a theory of sequential convergences of functions connected with an
\mathbbL{\mathbb{L}} -valued measure is introduced and investigated. |
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