Adam Gyenge

PhD student in mathematics
Eötvös Loránd University

About me:

I am a PhD student in mathematics at the Eötvös Loránd University in Budapest. My research is focused on singularity theory, low dimensional topology, mirror symmetry and some moduli problems, like Hilbert schemes. My advisor is András Némethi.

I wrote my Master thesis about the topology of the exceptional Lie group G₂ under the supervision of Gábor Etesi at the Technical University of Budapest.

Further details can be found in my CV.

Teaching (mostly in Hungarian):

Mathematics A3, 2012/13/1
Mathematics A3, 2011/12/1
Introduction to computer science II., 2007/2008/1
Theory of algorithms, 2006/2007/2

Research interests:

Algebraic geometry and topology: topological invariants of singularities, moduli spaces, mirror symmetry
Low-dimensional topology: knot theory, symplectic topology

Publications:

Adam Gyenge, On the topology of the exceptional Lie group G₂, MSc thesis (mathematics), 2011. pdf
Adam Gyenge, Janne Sinkkonen, András A. Benczúr, An efficient block model for clustering sparse graphs, MLG 2010 - 8th International Workshop on Mining and Learning with Graphs (in conjunction with KDD 2010), 2010. pdf
Adam Gyenge, Malliavin calculus and its applications, BSc thesis (mathematics), 2010. pdf
Adam Gyenge, Bayesian clustering of block structured relational data, MSc thesis (computer science), 2009. pdf
Juuso Parkkinen, Adam Gyenge, Janne Sinkkonen, Samuel Kaski, A block model suitable for sparse graphs, MLG 2009 - 7th International Workshop on Mining and Learning with Graphs, 2009. pdf
Adam Gyenge, Statistical methods for the investigation of scale-free networks, Student’s Conference of Budapest University of Technology and Economics, 2007 (in Hungarian)
Paper, talk, software

Contact information:

agyenge (at) math (dot) bme (dot) hu