May 26, 2019   1:55 p.m. Dušan
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Extremal problems in metric theory of graphs and discrete structures

Supervisor: prof. RNDr. Martin Knor, PhD.


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Project description:The project will focus on a selection of problems in extremal graph theory related to distances in graphs and discrete structures. We will consider the degree-diameter problem, the problem of trees satisfying certain equality for the Wiener index of line-graph iterations, the extremal problem of distance domination in (di)graphs, as well as distance-related problems on Steiner triple systems. All the problems under consideration are part of pure mathematics research; they have attracted world-wide attention and will be approached in collaboration with international experts.
Kind of project:VEGA ()
Department:Department of Mathematics and Constructive Geometry (FCE)
Project identification:1/0065/13
Project status:Successfully completed
Project start date :01. 01. 2013
Project close date:31. 12. 2015
Number of workers in the project:2
Number of official workers in the project:0