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Open University Winter Combinatorics Meeting

The Faculty of Mathematics, Computing and Technology at the Open University, including the Deanery, the Department of Communication and Systems, the Department of Computing, the Department of Design, Development, Environment and Materials, and the Department of Mathematics and Statistics.

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Open University Winter Combinatorics Meeting | wcm.open.ac.uk Reviews
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The Faculty of Mathematics, Computing and Technology at the Open University, including the Deanery, the Department of Communication and Systems, the Department of Computing, the Department of Design, Development, Environment and Materials, and the Department of Mathematics and Statistics.
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Open University Winter Combinatorics Meeting | wcm.open.ac.uk Reviews

https://wcm.open.ac.uk

The Faculty of Mathematics, Computing and Technology at the Open University, including the Deanery, the Department of Communication and Systems, the Department of Computing, the Department of Design, Development, Environment and Materials, and the Department of Mathematics and Statistics.

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1

Open University Winter Combinatorics Meeting | Car

http://wcm.open.ac.uk/car

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. You do not need a permit to park on the University campus. If you arrive later than 9.30 am, you are most likely to find a space in the South West Parking (opposite the Michael Young Building). See the campus map. Faculty of Mathematics, Computing and Technology.

2

Open University Winter Combinatorics Meeting | Train/Bus

http://wcm.open.ac.uk/train_bus

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. The University is about four miles from Milton Keynes Central Railway Station. Buses run between the railway station and the OU. For further information, click on 'OU travel information' on the right and choose 'Bus services' under 'Travel Advice'. Taxis are normally available for hire at the railway station. At the Meeting you can sign up to share a taxi back to the railway station at the end of the day.

3

Open University Winter Combinatorics Meeting | Previous meetings

http://wcm.open.ac.uk/previous_meetings

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. The first Open University Winter Combinatorics Meeting was in January 2000. A meeting has been held in the first few weeks of each year since then. Prior to that, the Combinatorics Group at the University organised several one-day meetings. Winter Combinatorics Meetings 2000-2015. Faculty of Mathematics, Computing and Technology.

4

Open University Winter Combinatorics Meeting | Rooms

http://wcm.open.ac.uk/rooms

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. The talks will be in the Systems Seminar Room, Room S0049, on the ground floor of the Venables Building. This room is marked as 'Sys' on. To gain access to the building, please use the telephone at the entrance to call the contact number for the Meeting that is posted there. Faculty of Mathematics, Computing and Technology.

5

Open University Winter Combinatorics Meeting | Schedule

http://wcm.open.ac.uk/schedule

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. 10:15 - 11:00 Tea/Coffee. 11:00 - 11:40 Jan Kratochvil. Charles University, Czech Republic). Geometric intersection graphs: is extending partial representations hard? 11:45 - 12:25 Robert Gray. University of East Anglia). Young tableaux, Kashiwara crystals and combinatorial semigroup theory. 12:30 - 14:00 Lunch. 14:00 - 14:40 Kitty Meeks. The complexity of finding and counting small subgraphs. 14:45 - 15.25 Nick Gill.

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Open University Winter Combinatorics Meeting

Open University Winter Combinatorics Meeting. Study at the OU. Research at the OU. OU module: Graphs, Networks and Design. OU module: Coding Theory. British Combinatorial Bulletin Online. Wednesday 4 March 2015. Open University campus, Milton Keynes. The speakers are as follows. The scaling limit of the minimum spanning tree of the complete graph. Comenius University, Slovakia). Deciding the Bell number for hereditary graph properties. Université Claude Bernard Lyon 1). Linköping University, Sweden).

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