Global Existence of Classical Solution with Slowly Decaying Initial Data for Quasilinear Linearly Degenerate Hyperbolic Systems
线性退化的严格双曲组具慢衰减初值的Cauchy问题的经典解

In this paper, the authors prove the global existence of classical solution to the Cauchy problem with slowly decaying initial data with small initial total variation for general first order quasilinear linearly degenerate hyperbolic systems. This generalizes the corresponding result of A Bressan for initial data with compact support.