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GAPCOMB - Geometric, Algebraic and Probabilistic Combinatorics

Total activity: 1344
Type
Research group
Type of group
UPC research group
Acronym
GAPCOMB
Address
C. Pau Gargallo, 5 Open in new window
City
08028 Barcelona
URL
https://gapcomb.upc.edu/en Open in new window
Objectives
The research of the group focuses on interrelated aspects of combinatorics: Graph theory, Random Graphs, Probabilistic method, Geometric group theory and algebraic methods, Enumerative combinatorics, Combinatorial geometry, and Combinatorial number theory. Some recent research achievements are: Proof of the Maximum Distance Separable codes conjecture for prime fields; solution of a conjecture of Green on the removal lemma for systems of equations in finite fields
Keywords
Combinatorial Number Theory, Convex Polytopes, Enumerative Combinatorics, Finite Geometry, Geometric Group Theory, Graph Theory, Matroid Theory, Probabilistic Methods, Random Graphs
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