Completions of functional spaces on Peano continua

Bazylevych, L. Ye.
Springer
Published 1992
ISSN:
1573-9376
Source:
Springer Online Journal Archives 1860-2000
Topics:
Mathematics
Notes:
Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
Type of Medium:
Electronic Resource
URL:
_version_ 1798297277806149633
autor Bazylevych, L. Ye.
autorsonst Bazylevych, L. Ye.
book_url http://dx.doi.org/10.1007/BF01058364
datenlieferant nat_lic_papers
hauptsatz hsatz_simple
identnr NLM192586157
issn 1573-9376
journal_name Ukrainian mathematical journal
materialart 1
notes Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
package_name Springer
publikationsjahr_anzeige 1992
publikationsjahr_facette 1992
publikationsjahr_intervall 8009:1990-1994
publikationsjahr_sort 1992
publisher Springer
reference 44 (1992), S. 1064-1068
search_space articles
shingle_author_1 Bazylevych, L. Ye.
shingle_author_2 Bazylevych, L. Ye.
shingle_author_3 Bazylevych, L. Ye.
shingle_author_4 Bazylevych, L. Ye.
shingle_catch_all_1 Bazylevych, L. Ye.
Completions of functional spaces on Peano continua
Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
1573-9376
15739376
Springer
shingle_catch_all_2 Bazylevych, L. Ye.
Completions of functional spaces on Peano continua
Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
1573-9376
15739376
Springer
shingle_catch_all_3 Bazylevych, L. Ye.
Completions of functional spaces on Peano continua
Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
1573-9376
15739376
Springer
shingle_catch_all_4 Bazylevych, L. Ye.
Completions of functional spaces on Peano continua
Abstract A description of the topology of the pair (C(ΠxI), C(Π, I)) for the Peano continuum Π, where C(Π, I) is the closure in the hyperspace exp (ΠxI) of the image of the space of continuous functions C(Π, I) under the natural embedding, is obtained.
1573-9376
15739376
Springer
shingle_title_1 Completions of functional spaces on Peano continua
shingle_title_2 Completions of functional spaces on Peano continua
shingle_title_3 Completions of functional spaces on Peano continua
shingle_title_4 Completions of functional spaces on Peano continua
sigel_instance_filter dkfz
geomar
wilbert
ipn
albert
fhp
source_archive Springer Online Journal Archives 1860-2000
timestamp 2024-05-06T10:05:26.896Z
titel Completions of functional spaces on Peano continua
titel_suche Completions of functional spaces on Peano continua
topic SA-SP
uid nat_lic_papers_NLM192586157