LADIST is a project funded by European Research Council (ERC) as a consolidator grant. Its principal investigator is Daniel Kráľ, and the full name of the project is "Large Discrete Structures". The project started on December 1, 2015 and will last until November 30, 2020. The project is hosted by the University of Warwick.
Scientific goals of the project
The project seeks to introduce new methods to analyze and approximate large graphs and other discrete structures and to apply the developed methods to solve specific open problems. A need for such methods comes from computer science where the sizes of input structures are often enormous.
The project aims at advancing the recently emerged theory of combinatorial limits by developing new insights in the structure of limit objects and by proposing a robust theory bridging the sparse and dense cases. The analytic methods from the theory of combinatorial limits will be used to analyze possible asymptotic behavior of large graphs and they will be applied in conjunction with structural arguments to provide solutions to specific problems in extremal combinatorics. The obtained insights will also be combined with methods from discrete optimization and logic to provide new algorithmic frameworks.
- Ping Hu, December 2015-August 2017
- Péter Pál Pach, October 2017-September 2018
- Jonathan Noel, November 2017-September 2018
- Bartek Walczak (Jagiellonian University), February 2016
- James Hirst (MIT), May-June 2016
- Peter Nelson (Waterloo), June 2016
- Anton Bernshteyn (UIUC), February 2017 and May 2018
- Adam Wagner (UIUC), June 2017
- Marcin Wrochna (Warsaw), October 2017
The project also partly contributed to funding the workshop on Algorithms, Logic and Structure and the workshop on Structural Sparsity, Logic and Algorithms organized in December 2016 and in June 2018 on the campus of the University of Warwick.
|This project has received funding from the European Research Council (ERC) under the European Union’s Horizon 2020 research and innovation programme (grant agreement No 648509).|