The growth points of Boolean valued analysis

Gutman A.E., Kusraev A.G., Kutateladze S.S.

The growth points of Boolean valued analysis //

Report abstract. Geometry Days in Novosibirsk – 2014. International conference dedicated to 85th anniversary of academician Yu.G.Reshetnyak (Novosibirsk, September 24–27, 2014): Proceedings. Novosibirsk: Sobolev Institute of Mathematics SB RAS, 2014. P. 102.

Boolean valued analysis is a powerful method of extending the scope of mathematical theories by means of the special nonstandard models of set theory. This communication pays attention to the Continuum Hypothesis, Kantorovich spaces, and the machinery of Boolean valued analysis.

Type	Report abstract
Authors	Gutman Alexander Efimovich Kusraev Anatoly Georgievich Kutateladze Semen Samsonovich
Title	The growth points of Boolean valued analysis
Book	Geometry Days in Novosibirsk – 2014. International conference dedicated to 85th anniversary of academician Yu.G.Reshetnyak (Novosibirsk, September 24–27, 2014): Proceedings
Address	Novosibirsk
Publishers	Sobolev Institute of Mathematics SB RAS
Year	2014
Pages	102
Language	English
©	2014.09.26
Files	Report abstract (PDF) Cover (PDF) Abstracts (PDF) Conference program (PDF)
Links	Record in BibTeX format Information on ResearchGate Abstracts on the site (PDF) Program on the conference site (PDF) Conference site
Project	Boolean-valued analysis Development of the theory of Boolean-valued models and their applications in functional analysis