On　the　Propagation　of　the　Analytic　Regularity　in　Strictly　Hyperbolic　Equations　Which　Are　Lipschitz　Continuous　With　Respect　to　Time

On the Propagation of the Analytic Regularity in Strictly Hyperbolic Equations Which Are Lipschitz Continuous With Respect to Time

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摘要 We consider strictly hyperbolic nonlinear equations which are Lipschitz continuous in the time variable and study the local analytic regularity of the solutions with respect to the space variables. We consider strictly hyperbolic nonlinear equations which are Lipschitz continuous in the time variable and study the local analytic regularity of the solutions with respect to the space variables.

出处《Wuhan University Journal of Natural Sciences》 CAS 1996年第2期171-178,共8页 武汉大学学报（自然科学英文版）

关键词 nonlinear hyperbolic equations analytic of the solutions nonlinear hyperbolic equations, analytic of the solutions

分类号 O175 [理学—数学]

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Wuhan University Journal of Natural Sciences

1996年第2期

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On　the　Propagation　of　the　Analytic　Regularity　in　Strictly　Hyperbolic　Equations　Which　Are　Lipschitz　Continuous　With　Respect　to　Time

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