SBV regularity for conservation and balance laws - Oxbridge PDE Days

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• Dr Laura Caravenna, University of Oxford
• Thursday 20 March 2014, 16:30-17:30
• MR2.

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The Cauchy problem for strictly hyperbolic 1D conservation and dissipative balance laws is well posed for initial data with small bounded variation. Starting from works by Ambrosio-De Lellis and Robyr, we discuss the SBV regularity, which means that the distributional derivative of the solution is a measure consisting only of a jump part and of an absolutely continuous part.

http://www.maths.cam.ac.uk/postgrad/cca/oxbridgepde2014.html

This talk is part of the Cambridge Centre for Analysis talks series.

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