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Description:: The first part of this thesis concerns conservation laws subject to random initial conditions. Using a discrete set of values for the solution, one can …
Year:: 2017
Contributor:: Caginalp, Carey (creator); Menon, Govind (Advisor); Dafermos, Constantine (Reader); Kaspar, David (Reader); Brown University. Department of Applied Mathematics (sponsor)
Genre:: theses
Subject:: Differential equations, Partial; Stochastics; Probabilities
Collection:: Applied Mathematics; Theses and Dissertations

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