Solovay model and duality principle between the measure and the Baire category in a Polish topological vector space \(H(X,S,\mu)\)

Solovay model and duality principle between the measure and the Baire category in a Polish topological vector space \(H(X,S,\mu)\)

In Solovay model it is shown that the duality principle between the measure and the Baire category holds true with respect to the sentence - "The domain of an arbitrary generalized integral for a vector-function is of first category."

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Veröffentlicht in:arXiv.org 2015-10
1. Verfasser: Pantsulaia, Gogi R
Format: Artikel
Sprache:eng
Schlagworte:
Duality principle
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Zusammenfassung:In Solovay model it is shown that the duality principle between the measure and the Baire category holds true with respect to the sentence - "The domain of an arbitrary generalized integral for a vector-function is of first category."
ISSN:2331-8422