Predavatelj: Iztok Banič
Predavanje bo na daljavo v MS Teams – za vstop v predavalnico uporabite kodo w20dsjj
Vodji seminarja: Tina Sovič in Jernej Činč.
Predavanja potekajo ob petkih ob 13:00 v predavalnici 01/20.
Predavatelj: Iztok Banič
Predavanje bo na daljavo v MS Teams – za vstop v predavalnico uporabite kodo w20dsjj
Predavateljica: Teja Kac
Predavateljica: Teja Kac
Predavateljica: Teja Kac
Predavateljica: Teja Kac
Predavateljica: Teja Kac
Predavateljica: Tina Sovič
Predavatelj: Peter Goričan
Predavatelj: Boštjan Lemež
Predavatelj: Boštjan Lemež
Predavatelj: Matevž Črepnjak
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavateljica: Teja Kac
Predavatelj: Uroš Milutinović
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavateljica: Judy Kennedy (Univerza Lamar, Združene Države Amerike)
Predavateljica: Sina Greenwood (Univerza v Aucklandu, Nova Zelandija)
Povzetek: I will consider inverse limits of sequences of upper semicontinuous set-valued functions on intervals for which the graph of each bonding function is an arc. I will show how to construct any finite tree as such an inverse limit, and one for which each bonding function is one of two specified functions. I will also touch on infinite trees.
Predavatelj: Matevž Črepnjak
Predavatelj: Uroš Milutinović
Predavatelj: Uroš Milutinović
Predavatelj: Uroš Milutinović
Predavatelj: Iztok Banič
Predavatelj: Uroš Milutinović
Predavatelj: Iztok Banič
Iztok Banič
Predavatelj: Matej Merhar
Predavatelj: Matevž Črepnjak
Predavatelj: Iztok Banič
Predavatelj: Paul C. Kainen
Predavateljica: Tina Sovič
Predavateljica: Tina Sovič
Predavatelj: Matevž Črepnjak
Predavatelj: Matevž Črepnjak
Predavatelj: Boštjan Lemež
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Boštjan Lemež
Predavatelj: Boštjan Lemež
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Paul Gartside (University of Pittsburgh, ZDA)
POVZETEK: Locally finite graphs can be compactified, to form the Freudenthal compactification, by adding their ends. This topological setting provides what appears to be the ‘right’ framework for studying locally finite graphs. Indeed, many classical theorems from finite graph theory that involve paths or cycles have been shown to generalize to locally finite, infinite graphs in this topological setting, while failing to extend in a purely graph theoretic context. More recently, compact graphlike spaces were introduced by Thomassen and Vella, as a natural class encompassing graphs, and their Freudenthal compactifications. We present various characterizations of graph-like continua and explore when they are Eulerian.
Predavatelj: Iztok Banič
Predavatelj: Iztok Banič
Predavatelj: Matej Merhar