Lumpkins Postdoctoral Fellow
Ph.D. in Pure Mathematics, University of Illinois, Chicago, IL, 2015
MS in Pure Mathematics, University of Illinois, Chicago, IL, 2010
BA in Mathematics, Colgate University, Hamilton, NY, 2008
Office: 118 Hayes Healy Hall
Phone: (574) 631-6505
Fax: (574) 631-6579
For additional information see Gabriel Conant’s Personal Page.
Model theory of homogeneous metric spaces and graphs, especially Henson graphs and Urysohn spaces over countable distance sets.
Finite and asymptotic combinatorics of metric spaces, especially as it relates to generic behavior of finite structures.
Classification of unstable theories without the strict order property, especially via dividing lines such as the strong order property hierarchy
- Forking and dividing in Henson graphs, arXiv 1401.1570 [math.LO].
- Model theoretic properties of the Urysohn sphere, arXiv 1401.2132v2 [math.LO], with Caroline Terry (UIC).
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