May 20, 2019   1:00 a.m. Bernard
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Maps, designs and groups.

Supervisor: prof. RNDr. Jozef Širáň, DrSc.

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Project description:Group actions on surfaces are usually studied by means of maps (embedded graphs) with some level of transitivity. In our project we propose to extend this by including groups acting on block designs and on other combinatorial structures related to surfaces. Besides new characterization results for groups acting on maps with various levels of transitivity we expect also new results in surface representations of designs. Applications are anticipated in algebraic and topological graph theory, design theory, and in the degree-diameter problem.
Kind of project:APVV ()
Department:Department of Mathematics and Constructive Geometry (FCE)
Project identification:APVT-20-000704
Project status:Successfully completed
Project start date :01. 01. 2005
Project close date:31. 12. 2007
Number of workers in the project:1
Number of official workers in the project:0