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UK funding (219 535 £) : Combinatoire extrémale et énumération asymptotique Ukri01/09/2011 UK Research and Innovation, Royaume Uni
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Combinatoire extrémale et énumération asymptotique
| Abstract | Combinatorics is a branch of mathematics studying finite structures. The generality of these questions suggests wide applicability of combinatorics in other areas of pure mathematics (most notably in algebra, number theory, probability, and topology), as well as in real-world applications (discrete optimization, computer science).One of the oldest and most central parts of combinatorics are graph theory and enumerative combinatorics. Graph theory models networks (such as road connections, or internet users), and enumerative combinatorics concerns studying counting questions of various kinds.Extremal graph theory is a broad part of graph theory which investigates interplay between various graph parameters. One of the main tools in Extremal graph theory is the so-called Szemeredi Regularity Lemma. This tool (developed in the 70's) has become one of the corner-stones of modern mathematics. Recently, using the insights gained from the Regularity Lemma, Lovasz and Szegedy initiated study of graph limits.The proposed research project addresses major open questions in extremal graph theory and aims contribute to general theories the Regularity Lemma, graph limits, and by developing novel tools which will be used in enumerative combinatorics. |
| Category | Fellowship |
| Reference | EP/I026630/1 |
| Status | Closed |
| Funded period start | 01/09/2011 |
| Funded period end | 31/08/2014 |
| Funded value | £219 535,00 |
| Source | https://gtr.ukri.org/projects?ref=EP%2FI026630%2F1 |
Participating Organisations
| University of Warwick | |
| Eotvos Lorand University | |
| University of California Los Angeles | |
| Hungarian Academy of Sciences |
Cette annonce se réfère à une date antérieure et ne reflète pas nécessairement l’état actuel. L’état actuel est présenté à la page suivante : University of Warwick, Coventry, Royaume Uni.
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