The space of CD₀-sections of a Banach bundle [in Russian]

Gutman A.E., Koptev A.V.

The space of CD₀-sections of a Banach bundle [in Russian] //

Report abstract. Mathematics in the Modern World. The Russian Conference Dedicated to the 50th Anniversary of the Sobolev Institute of Mathematics (Novosibirsk, September 17–23, 2007): Proceedings. Novosibirsk: Sobolev Institute of Mathematics SB RAS, 2007. P. 61–62.

The space CD₀(Q) = C(Q) + c₀(Q) introduced as an example of a Banach lattice with some unusual order-topological properties became the subject of further intensive study. One of the results of the study was the representation of CD₀(Q) as the space C(Q*) of continuous functions on the set Q* = Q x {0,1} endowed with a special compact Hausdorff topology. In this paper, we extend the result to the case of sections of Banach bundles.

Type	Report abstract
Form	Electronic
Authors	Gutman Alexander Efimovich Koptev Alexander Viktorovich
Title	The space of CD₀-sections of a Banach bundle
Book	Mathematics in the Modern World. The Russian Conference Dedicated to the 50th Anniversary of the Sobolev Institute of Mathematics (Novosibirsk, September 17–23, 2007): Proceedings
Address	Novosibirsk
Publishers	Sobolev Institute of Mathematics SB RAS
Year	2007
Pages	61–62
Language	Russian
©	2007.09.20
Files	Report abstract (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	Continous-discrete functions Study of the spaces constituted by the sums of continuous and discrete functions