Functional representation of a Dedekind-complete Reisz space in a Boolean valued universe

Gutman A.E., Ryabko D.B.

Functional representation of a Dedekind-complete Reisz space in a Boolean valued universe //

Report abstract. The 4th Conference on Function Spaces at SIUE (USA, May 14–19, 2002): Proceedings. USA, Illinois, Edwardsville, 2002. P. 16.

Using a functional model of a Boolean-valued universe, the basic notions are introduced of infinitesimal analysis within a Boolean-valued universe, thus enriching the synthesis of the two main branches of nonstandard analysis, infinitesimal and Boolean-valued. The results obtained are applied to the theory of Riesz spaces.

Type	Report abstract
Form	Electronic
Authors	Gutman Alexander Efimovich Ryabko Daniil Borisovich
Title	Functional representation of a Dedekind-complete Reisz space in a Boolean valued universe
Book	The 4th Conference on Function Spaces at SIUE (USA, May 14–19, 2002): Proceedings
Address	USA, Illinois, Edwardsville
Year	2002
Pages	16
Language	English
©	2002.05.18
Files	Report abstract (PDF)
Links	Record in BibTeX format Information on ResearchGate Abstracts on the site (PDF) Conference site
Project	Polyverse Function representation of a Boolean-valued universe

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Last updated
July 19, 2018