Predavateljica: Dragana Božović
Predavateljica: Dragana Božović
Predavatelj: Boštjan Brešar
Predavatelj: Michael A. Henning (University of Johannesburg, Južna Afrika)
Predavatelj: Jaka Hedžet
Predavatelj: Jaka Hedžet
Predavatelj: Gang Zhang (Xiamen University)
Predavatelj: Jaka Hedžet
Predavateljica: Tanja Dravec
Predavatelj: Babak Samadi
Predavatelj: Iztok Peterin
Predavatelj: Ismael G. Yero (University of Cadiz, Španija)
Predavatelj: Rishi Ranjan Singh
Predavateljica: Polona Repolusk
Predavatelj: Jaka Hedžet
Predavatelj: Janko Gravner (UC Davis, ZDA)
Povzetek: In the polluted modified bootstrap percolation model on d-dimensional lattice, sites are independently initially occupied with probability p or closed with probability q. A site becomes occupied at a subsequent step if it is not closed and has at least one occupied nearest neighbor in each of the d coordinates. The main quantity of interest is final density of occupied sites when p and q are both small. This density is expected to change from high to low as q increases over a critical power of p, possibly with logarithmic corrections. In the two-dimensional case, these logarithmic corrections are indeed present in the modified rule, by contrast with the standard rule.
This is joint work with A. Holroyd, S. Lee, and D. Sivakoff.
Predavateljica: Vesna Iršič
Predavatelj: Niko Tratnik
Predavatelj: Jaka Hedžet
Predavanje je bilo preloženo.
Predavatelj: Aleksander Vesel
Predavateljica: Tanja Dravec
Predavatelj: Boštjan Brešar
Predavatelj: Babak Samadi
Predavatelj: Manoj Changat (University of Kerala, Indija)
Predavatelj: Marko Jakovac
Predavateljica: Lara Drožđek
Predavatelj: Hossein Hajiabolhassan (Montanuniversität Leoben)
Predavatelj: Babak Samadi
Predavateljica: Aleksandra Tepeh
Predavatelj: Iztok Peterin
Predavatelj: Boštjan Brešar
Predavatelj: Babak Samadi
Predavatelj: Jaka Hedžet
Predavateljica: Tanja Dravec
Predavatelj: Rafał Kalinowski (AGH University, Krakov, Poljska)
Predavatelj: Alen Vegi Kalamar
Predavateljica: Polona Repolusk
Predavatelj: Alen Vegi Kalamar
Predavatelj: Aleksander Vesel
Predavatelj: Alen Vegi Kalamar
Predavatelj: Sandi Klavžar
Predavateljica: Maria Gracia Cornet (Universidad Nacional de Rosario, Argentina)
Predavatelj: Michael Henning
Predavateljica: Lara Drožđek
Predavateljica: Simona Bonvicini
Predavatelj: Iztok Peterin
Predavateljica: Jing Tian
Predavateljica: Jelena Sedlar
Predavateljica: Eva Zmazek
Predavatelj: Stefan Hammer (TU Graz, Avstrija)
Predavatelj: Marko Jakovac
Predavatelj: Niko Tratnik
Predavatelj: Andrej Taranenko
Predavateljica: Vesna Iršič
Povzetek: Recently, Portier and Versteegen proved the 3/4-conjecture for the total domination game which states that for every graph $G$ without isolated vertices or edges, the game total domination number is at most $\frac{3}{4} |V(G)|$. In this talk, the outline of the proof will be presented.
Predavatelj: Boštjan Brešar
Predavatelj: Sandi Klavžar
Predavatelj: Štefko Miklavič