Nonclosed Archimedean cones

Gutman A.E., Matyukhin A.V.

Nonclosed Archimedean cones //

Report abstract. Geometric Analysis and Control Theory. International conference (Novosibirsk, December, 8–12, 2016): Proceedings. Novosibirsk: Sobolev Institute of Mathematics SB RAS, 2016. P. 42–44.

The notion of Archimedean convex set is introduced and studied. The problem is considered of describing the class of topological vector spaces which include nonclosed Archimedean cones. The main results are presented which are obtained when solving the problem and its variations with cones replaced by wedges and closedness, by sequential closedness.

Type	Report abstract
Authors	Gutman Alexander Efimovich Matyukhin Anatoly Vadimovich
Title	Nonclosed Archimedean cones
Book	Geometric Analysis and Control Theory. International conference (Novosibirsk, December, 8–12, 2016): Proceedings
Address	Novosibirsk
Publishers	Sobolev Institute of Mathematics SB RAS
Year	2016
Pages	42–44
Language	English
©	2016.12.12
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Links	Record in BibTeX format Information on ResearchGate Abstracts on the site (PDF) Program on the conference site (PDF) Conference site
Project	Nonclosed Archimedean cones Description of locally convex spaces which include nonclosed Archimedean cones