News. (Jan 6th, 2021) A new paper “Interleaving by parts for persistence in a poset (with Memoli and Stefanou)” has been posted on arXiv.
Math 216D Office Hours: Thu 4:30-5:30PM and Fri 9-10AM https://duke.zoom.us/j/95858392663?pwd=U1BpYkJOZnFta3RtcXo3YTFRV1FJZz09
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Email woojin [AT] math.duke.edu
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.
woojin [AT] math.duke.edu who is not also something of a poet will never be a complete mathematician. – Karl Weierstrass