Browsing Workshops 2021 by MSC "60"
Now showing items 1-6 of 6
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2150 - Convex Geometry and its Applications (hybrid meeting)
[OWR-2021-59] (2021) - (12 Dec - 18 Dec 2021)The geometry of convex domains in Euclidean space plays a central role in several branches of mathematics: functional and harmonic analysis, the theory of PDE, linear programming and, increasingly, in the study of ... -
2111 - Homogenization Theory: Periodic and Beyond (online meeting)
[OWR-2021-14] (2021) - (14 Mar - 20 Mar 2021)The objective of the workshop has been to review the latest developments in homogenization theory for a large category of equations and settings arising in the modeling of solid, fluids, wave propagation, heterogeneous ... -
2109 - Hyperbolic Balance Laws: modeling, analysis, and numerics (hybrid meeting)
[OWR-2021-11] (2021) - (28 Feb - 06 Mar 2021)This workshop brought together leading experts, as well as the most promising young researchers, working on nonlinear hyperbolic balance laws. The meeting focused on addressing new cutting-edge research in modeling, ... -
2135a - Small Collaboration: Advanced Numerical Methods for Nonlinear Hyperbolic Balance Laws and Their Applications (hybrid meeting)
[OWR-2021-41] (2021) - (29 Aug - 04 Sep 2021)This small collaborative workshop brought together experts from the Sino-German project working in the field of advanced numerical methods for hyperbolic balance laws. These are particularly important for compressible ... -
2103 - Spatial Networks and Percolation (hybrid meeting)
[OWR-2021-4] (2021) - (17 Jan - 23 Jan 2021)The classical percolation problem is to find whether there is an infinite connected component in a random set created by removing edges from a d-dimensional lattice, independently at random. Since its introduction into ... -
2140a - Statistics of Stochastic Differential Equations on Manifolds and Stratified Spaces (hybrid meeting)
[OWR-2021-48] (2021) - (03 Oct - 09 Oct 2021)Statistics for stochastic differential equations (SDEs) attempts to use SDEs as statistical models for real-world phenomena. This involves an understanding of qualitative properties of this class of stochastic processes ...