
About
Chris Dowden is a Research Fellow at the Institute of Discrete Mathematics, Graz University of Technology. His research project 'Asymptotic properties of graphs on a surface', funded by the Austrian Science Fund (FWF Grant P27290), investigates combinatorial and probabilistic aspects of graphs embeddable on 2-dimensional surfaces. Key focus areas include random planar graphs, genus evolution, and extremal graph properties.
Recent publications analyze topological constraints in random graphs, with works examining genus evolution in Erdős-Rényi models, surface embedding phase transitions, and extremal problems for cycle-free planar graphs. Research employs combinatorial probability, asymptotic analysis, and topological graph theory to establish fundamental properties of random graph embeddings.
Teaching activities include courses in Analytic Combinatorics and Probabilistic Methods in Combinatorics and Algorithmics. No awards, student advisements, or laboratory information are detailed in available sources.
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