Pretražite po imenu i prezimenu autora, mentora, urednika, prevoditelja

Napredna pretraga

Pregled bibliografske jedinice broj: 548076

Properties of embeddings into Lipscomb's universal space


Ivanšić, Ivan; Milutinović, Uroš
Properties of embeddings into Lipscomb's universal space, 2010. (rad u zborniku skupa).


CROSBI ID: 548076 Za ispravke kontaktirajte CROSBI podršku putem web obrasca

Naslov
Properties of embeddings into Lipscomb's universal space

Autori
Ivanšić, Ivan ; Milutinović, Uroš

Izvornik
Proceedings of IV Conngress of Mathematicians of Republic of Macedonia, Struga 19-22.10.2008., Association of the Mathematicians of Republic of Macedonia, Skopje 2010.

Vrsta, podvrsta
Ostale vrste radova, rad u zborniku skupa

Godina
2010

Ključne riječi
Dimension theory; universal space; covering dimension; embedding; closed embedding; completeness; Lipscomb universal space; Sierpinski curve.

Sažetak
In 1975 S. Lipscomb constructed n-dimensional metric space of a given weight which is universal for n-dimensional metric spaces of thet weight. This is a survay paper that survays a series of the results about Lipscomb universal space and its properties obtained within last 10 years.

Izvorni jezik
Engleski

Znanstvena područja
Matematika



POVEZANOST RADA


Projekt / tema
037-0372791-2802 - Teorija dimenzije i oblika (Sibe Mardešić, )

Ustanove
Prirodoslovno-matematički fakultet, Matematički odjel, Zagreb

Profili:

Avatar Url Ivan Ivanšić (autor)

Avatar Url Uroš Milutinović (autor)

Citiraj ovu publikaciju

Ivanšić, Ivan; Milutinović, Uroš
Properties of embeddings into Lipscomb's universal space, 2010. (rad u zborniku skupa).
Ivanšić, I. & Milutinović, U. (2010) Properties of embeddings into Lipscomb's universal space. Proceedings of IV Conngress of Mathematicians of Republic of Macedonia, Struga 19-22.10.2008., Association of the Mathematicians of Republic of Macedonia, Skopje 2010.. Rad u zborniku skupa.
@unknown{unknown, year = {2010}, keywords = {Dimension theory, universal space, covering dimension, embedding, closed embedding, completeness, Lipscomb universal space, Sierpinski curve.}, title = {Properties of embeddings into Lipscomb's universal space}, keyword = {Dimension theory, universal space, covering dimension, embedding, closed embedding, completeness, Lipscomb universal space, Sierpinski curve.} }