TALKS
2024
(upcoming Oct. 2024) TBA, special session "Probabilistic and Analytic Methods in Convexity", American Mathematical Society Fall Eastern Sectional Meeting, University of Albany.
(Feb. 27, 2024) A New Geometric Definition of Euler's Number with an Application to Random Polytopes, Online Asymptotic Geometric Analysis Seminar. Based on joint work with Gil Kur.
2023
(Oct. 15, 2023) Extremal arrangements of points in the sphere for weighted cone-volume functionals, special session “Discrete Geometry and Geometric Optimization”, American Mathematical Society Southeastern Sectional Meeting, University of South Alabama. Based on joint work with Jeff Ledford.
(Aug. 19, 2023) An intrinsic volume metric for the class of convex bodies in $\mathbb{R}^n$. Poster presentation at the Informal Analysis Seminar, Kent State University. Based on joint work with Florian Besau.
(June 1, 2023) On Minkowski and Blaschke symmetrizations of functions and related applications, Advanced Seminar in Geometry, Friedrich-Schiller-Universitat Jena. (online talk)
(Jan. 26, 2023) An intrinsic volume metric for the class of convex bodies in $\mathbb{R}^n$. Online Asymptotic Geometric Analysis Seminar. Based on joint work with Florian Besau.
2022
(June 16, 2022) Extremal Properties of the Sphere for Weighted Cone-Volume Functionals, SIAM Conference on Discrete Mathematics (DM22), Carnegie Mellon University. Based on joint work with Jeff Ledford.
(June 4, 2022) Asymptotic expected $T$-functionals of random polytopes with applications to $L_p$ surface areas, Canadian Mathematical Society Summer 2022 meeting (hybrid conference; online talk), special session "Convex geometry and partial differential equations". Based on joint work with Ben Li, Michael Roysdon and Christoph Thaele.
2021
(October 18, 2021) The geometric balls and bins problem, Blackwell Talks Colloquium at Longwood University. Based on joint work with Gil Kur.
(June 8, 2021) Extremal general affine surface areas, Canadian Mathematical Society 75th+1 Summer 2021 Meeting (online), special session "New Perspectives on the Brunn-Minkowski Theory".
2019
(September 27, 2019) Intrinsic and dual volume deviations of convex bodies and polytopes, New York University/Courant Geometry Seminar. Based on joint work with Florian Besau and Gil Kur.