Meetings/Workshops on Calculus, Differential Equations and Integration in the United States (USA)

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1
11th International Conference on Path Integrals
12 Jul 2021 - 15 Jul 2021 • Omaha, NE, United States
Organizer:
Creighton University, Omaha, NE USA
Abstract:
The 11th International Conference on Path Integrals, hosted by the Creighton University Department of Mathematics, aims to bring together researchers around the world who study path integrals in various settings as well as researchers who use path integrals in their particular areas of study.
Event listing ID:
1375508
Related subject(s):
2
NSF-CBMS Regional Research Conference, Nonstandard Finite Difference Methods: Advances in Theory and Applications
20 Jul 2021 - 24 Jul 2021 • Greensboro, NC., United States
Event listing ID:
1376364
3
NSF-CBMS Regional Research Conference: Gaussian Random Fields, Fractals, Stochastic Partial Differential Equations, and Extremes
02 Aug 2021 - 06 Aug 2021 • Huntsville, United States
Organizer:
University of Alabama, Huntsville
Event listing ID:
1376373
Related subject(s):
4
Calculus of Variations in Probability and Geometry
07 Feb 2022 - 11 Feb 2022 • Institute for Pure and Applied Mathematics (IPAM), Los Angeles, United States
Abstract:
Recently, the techniques from calculus of variations have been extensively used to tackle isoperimetric-type inequalities in Euclidean space. In particular, progress was made on a number of newly emerged questions in geometric probability theory. Understanding these questions will shed light on how symmetry and structure influence various families of isoperimetric-type inequalities. This circle of ideas has been used in Riemannian geometry for decades in the fields of geometry and probability such as hypercontractive inequalities and their interactions with curvature. Recently, these ideas have found new applications. Conversely, questions motivated purely by differential geometry, such as mean curvature flow, are ameliorated by studying isoperimetric-type problems with respect to the Gaussian measure. This connection was evidenced by Huisken's monotonicity formula and studies of singularities in mean curvature flow. The above isoperimetric-type questions have tight connections in
Event listing ID:
1423272


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Last updated: 09 May 2021