Miklós Abért

Miklós Abért is a Professor at the MTA Alfréd Rényi Institute of Mathematics. His research focuses on measured and asymptotic group theory, with specific interests in spectral theory of graphs and groups, Benjamini-Schramm convergence, invariant random subgroups, homology growth, sofic entropy, and cellular automata. He leads the ERC Consolidator Grant research group "Asymptotic invariants of discrete groups, sparse graphs and locally symmetric spaces" (2015–present).

• Award of the Academy (2023)
• Rényi Prize (2017)
• János Bolyai Research Fellowship (2011)
• Erdős Pál Prize (2010)
• Grünwald Géza Memorial Medal (2003)

His recent work explores the interplay between physical network structures, stochastic processes, and group-theoretic invariants, with applications to spectral radius analysis, torsion growth, and unimodular random trees. He has organized major conferences on measured group theory and collaborated extensively with leading mathematicians.