Archimedean cones and incoming directions [in Russian]

Gutman A.E., Matyukhin A.V.

Archimedean cones and incoming directions [in Russian] //

Report abstract. Mathematics in the Modern World. International conference dedicated to the 60th anniversary of the Sobolev Institute of Mathematics (Novosibirsk, August 14–19, 2017): Proceedings. Novosibirsk: Institute of Mathematics, 2017. P. 154.

The notion is introduced and studied of incoming direction for a given convex set at a given point, a new criterion is provided for a wedge to be Archimedean, and the question is answered of when a wedge is included in a half-space.

Type	Report abstract
Authors	Gutman Alexander Efimovich Matyukhin Anatoly Vadimovich
Title	Archimedean cones and incoming directions
Book	Mathematics in the Modern World. International conference dedicated to the 60th anniversary of the Sobolev Institute of Mathematics (Novosibirsk, August 14–19, 2017): Proceedings
Address	Novosibirsk
Publishers	Institute of Mathematics
Year	2017
Pages	154
Language	Russian
©	2017.08.18
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	Nonclosed Archimedean cones Description of locally convex spaces which include nonclosed Archimedean cones