Minicourse: Colourings, flows, and decompositions of graphs

The lectures will cover the following topics: - Various methods of constructions of snarks (various methods for  construction of snarks with special properties) - List couloring (definitions, Thomassen's and Galvin's theorem, List  colouring conjecture) - Colouring of cubic graphs with configurations, double covers of  graphs.  - Double covers of cubic graphs (with perfect matchings and cycles) - Graph decompositions - Signed graphs (definitions, flows, colourings and coverings of  signed graphs)

Dates/hours/rooms
17th of April 9.30 -11.30 G
19th of April 13.30-16.30 
23rd of April 9.30-11.30
24th of April 9.30-11.30
26th of April 13.30-16.30 G