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Mathematical and Computational Approaches for Solving the Source-Free Einstein Field Equations

We would like to invite you to the second workshop as part of the semester-long program “Advances in Computational Relativity”.

This second workshop will focus on theoretical and computational approaches to solving the vacuum Einstein field equations (the master equation of general relativity: a nonlinear, coupled, hyperbolic-elliptic PDE system) without matter field sources. A particular important special case is the simulation of two merging black holes, which will be emphasized throughout the workshop. Gravitational wave solutions will be another important aspect of this workshop, and special attention will be given to modeling techniques for the computation of these waves. Important, recent advances in mathematical aspects of Einstein’s theory of general relativity will also be a central topic of the workshop.

Due to COVID-19, this workshop will be held online.

Please apply using the link “Apply with Cube” at the workshop website if you would like to participate in this workshop.

Program Organizing Committee:
Stefanos Aretakis, University of Toronto
Scott Field, UMass Dartmouth
Jan Hesthaven, Ecole Polytechnique Federale de Lausanne
Jae-Hun Jung, POSTECH
Gaurav Khanna, UMass Dartmouth
Stephen Lau, University of New Mexico
Steven Liebling, Long Island University
Deirdre Shoemaker, University of Texas at Austin
Jared Speck, Vanderbilt University
Helvi Witek, University of Illinois at Urbana-Champaign

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