We study an initial boundary value problem for a scalar conservation law u(t) + div Phi(u) = f on a bounded domain. Existence and uniqueness of a renormalized entropy solution is established for general L-1-data, Phi is an element ofC(R, R-N
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机译：我们研究有界域上标量守恒律u（t）+ div Phi（u）= f的初始边值问题。建立了针对一般L-1-数据的重归一化熵解的存在性和唯一性，Phi是C（R，R-N
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