Iztok Banič (Author), Tjaša Lunder (Author)

Abstract

V [S. Holte, Inverse limits of Markov interval maps, Topology Appl. 123, 2002,421-427] so bile predstavljene markovske preslikave in dokazano je bilo, da sta inverzni limiti z markovskimi veznimi funkcijami z enakim vzorcem homeomorfni. V tem članku predstavimo posplošene markovske preslikave, ki so posplošitev markovskih preslikav na večlične preslikave in pokažemo, da sta inverzni limiti s posplošenimi markovskimi veznimi preslikavami z enakim vzorcem homeomorfni.

Keywords

topologija;inverzne limite;navzgor polzvezne funkcije;posplošene markovske preslikave;ne zaključna dela;topology;inverse limits;upper semi-continuous functions;generalized Markov interval functions;

Data

Language: English
Year of publishing:
Typology: 1.01 - Original Scientific Article
Organization: UM FNM - Faculty of Natural Sciences and Mathematics
UDC: 515.126
COBISS: 16625497 Link will open in a new window
ISSN: 2232-2094
Parent publication: Preprint series
Views: 37
Downloads: 9
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Other data

Secondary language: English
Secondary title: Inverzne limite posplošenih markovskih preslikav
Secondary abstract: In [Holte, Inverse limits of Markov interval maps, Topology Appl. 123, 2002, 421-427] Markov interval maps were introduced and it was shown that any two inverse limits with Markov interval bonding maps with the same pattern were homeomorphic. In this article we introduce generalized Markov interval functions, which are a generalization of Markov interval maps to set-valued functions, and show that any two generalized inverse limits with generalized Markov interval bonding functions with the same pattern are homeomorphic.
Secondary keywords: Matematika;Topologija;Infinitezimalni račun;
URN: URN:SI:UM:
Type (COBISS): Not categorized
Pages: str. 1-12
Volume: ǂVol. ǂ51
Issue: ǂšt. ǂ1187
Chronology: 2013
ID: 1476831