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Hyperbolic meeting on 9 December 2021
UK Network on Hyperbolic Equations and Related Topics, 2017-2021
Supported by the LMS (Scheme 3 Grant Ref 31703) and by the Edinburgh Mathematical Society
Linear and nonlinear hyperbolic partial differential equations (PDEs) arise in basically all sciences (physics, chemistry, medicine, engineering, astronomy, etc.). In physics, they model several important phenomena, from propagation of waves in a medium (for instance propagation of seismic waves during an earthquake) to refraction in crystals and gas-dynamics. The purpose of this UK network on hyperbolic equations and related topics is to bring together the expertise on hyperbolic equations of three different mathematics department (Edinburgh, Imperial, Loughborough), to strengthen the existing research collaborations and to create new ones. Three 1-day workshops per year are planned focused on different approaches to hyperbolic equations and related topics (inverse problems, kinetic theory, imaging, microlocal analysis, general relativity, etc.).
NEW: Meeting 9
9 December 2021 (Thursday), Online (ZOOM)
Meeting ID: 886 4559 0199 Passcode: 569414
Planned program (UK time)
10:00-11:00 Juan Valiente Kroon (QMUL) Degenerate symmetric hyperbolic systems, conformal structure and totally characteristic hypersurfaces
11:00-12:00 Marica Minucci (QMUL) A conformal approach to the stability of Einstein spaces with spatial sections of negative scalar curvature and beyond
12:00-13:00 Giovanni Taglialatela (Bari) The Cauchy problem for properly hyperbolic equations in one space variable
14:00-15:00 Marianna Chatzakou (Ghent) Very weak solutions of hypoelliptic equations
15:00-16:00 Priscila Leal-Da-Silva (Loughborough) Existence and uniqueness of solutions for the rotation-Camassa-Holm equation
All are welcome to attend.