Category Seminars

Arc-transitive regular covers of cubic graphs

2013-12-09 10:00-11:00 FAMNIT-SEMIN Dr. Jicheng Ma Arc-transitive regular covers of cubic graphs In this talk, I will briefly remind you the two known approaches for classifying arc-transitive abelian or elementary abelian covering graphs. Also I’ll introduce some of my recent work…

How many automorphisms can a graph have?

2013-11-25 10:00-11:00 FAMNIT-SEMIN prof. dr. Primož Potočnik (UL FMF and UP IAM) How many automorphisms can a graph have? The topic of the talk will be finite connected graphs admitting an automorphism group that acts transitively on the arcs of the…

Second Neighbourhood Conjecture

2013-11-11 10:00-11:00 FAMNIT-SEMIN Anja Komatar Second Neighbourhood Conjecture Second Neighbourhood Conjecture states that every oriented graph has a vertex with second neighbourhood at least as large as first. We show that if a counterexample exists, it has a large minimal…

Growth in graphs

2013-10-28 10:00-11:00 FAMNIT-SEMIN Primož Lukšič (UP IAM and Abelium). Growth in graphs The concepts of adjacency and distance are two of the most basic terms in graph theory. A natural generalization leads to the notion of distance degree which tells…

Mathematical Research Seminar

2013-10-23 12:00-13:00 FAMNIT-SEMIN Michal Zajac (Slovak University of Technology, Bratislava, Slovakia) Invariant subspace problem and hyperreflexivity Download the abstract.

Algebraic Aspects of Graph Theory

2013-10-21 10:00 – 12:00 Muzejski 2 Ademir Hujdurović (UP IAM, UP FAMNIT) PhD Thesis defence The thesis contains number of different topics in algebraic graph theory, touching and resolving some open problems that have been a center of research interest…

Lacunary polynomials and finite geometry

2013-10-18 15:00-18:00 FAMNIT-POŠTA Tamas Szonyi (Eotvos Lorand University and Automation Institute of HAS, Budapest, Hungary) Lacunary polynomials and finite geometry  The polynomial method has many applications in finite geometry, for example for (multiple) blocking sets, arcs, caps, (k,n)-arcs, and other substructures…

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