CORDIS Project
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This project explores the interactions between discrete mathematics and continuous fields such as analysis and geometry. It focuses on studying limits of growing sequences of graphs and hypergraphs, aiming to uncover connections with various mathematical theories.
Important methods and results in discrete mathematics arise from the interaction between discrete mathematics and ``continuous'' areas like analysis or geometry.
Classical examples of this include topological methods, linear and semidefinite optimization generating functions and more.
More recent areas stressing this connection are the theory of limit objects of growing sequences of finite structures (graphs, hypergraphs, sequences), differential equations on networks, geometric representations…
EOTVOS LORAND TUDOMANYEGYETEM
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