News
- Short CV (Jan 2020)
- Google Scholar
- Spatio-temporal Persistent Homology for Dynamic Metric Spaces has been accepted for publication in Discrete & Computational Geometry.
- A preprint “The metric structure of the formigram interleaving distance” with F.Memoli and A.Stefanou has been uploaded to arXiv:1912.04366.
- Upcoming talks: The University of Florida Topological Data Analysis Meeting (Jan 30).
I am a 6th year Ph.D. student in Mathematics at the Ohio State University
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I expect to graduate in May 2020 — I am on the academic job market. I am working under the guidance of Facundo Mémoli. I am interested in the theoretical foundations for persistence theory in topological data analysis and their applications to dynamical systems. Also, I am interested in metric geometry.
Prior to my time at Ohio State, I earned my Bachelor’s degree at Seoul National University in South Korea in 2014.
Contact
kim.5235 [AT] osu.edu
Room 336, Mathematics Building,
231 W 18th Ave, Columbus, OH
A mathematician who is not also something of a poet will never be a complete mathematician. – Karl Weierstrass
