Ravi Srinivasan

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We study shock statistics in the scalar conservation law ∂tu+∂xf (u) = 0, x ∈ R, t > 0, with a convex flux f and random initial data. We show that a large class of random initial data (Markov processes with downward jumps and derivatives of Lévy processes with downward jumps) is preserved by the entropy solution to the conservation law and we derive kinetic(More)
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