Convergence of the Finite Volume Method for scalar conservation laws   with multiplicative noise: an approach by kinetic formulation
  We prove the convergence of the explicit-in-time Finite Volume method with monotone fluxes for the approximation of scalar first-order conservation laws with multiplicative, compactly supported noise. 
Sylvain Dotti (1), Julien Vovelle (2) ((1) LATP, (2) ICJ)
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