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Pointwise Estimates on Travelling Wave Solution of the Scalar Viscous Conservation Laws

Pointwise Estimates on Travelling Wave Solution of the Scalar Viscous Conservation Laws
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摘要 This paper research on the pointwise behavior of perturbations from a viscous shock solution to a scalar viscous conservation law by introducing an approximate Green’s function. The authors obtain not only the pointwise decay of the perturbation and but also the high derivative of it. Stability in anyL(p≥1) norm is a direct consequence. This paper research on the pointwise behavior of perturbations from a viscous shock solution to a scalar viscous conservation law by introducing an approximate Green’s function. The authors obtain not only the pointwise decay of the perturbation and but also the high derivative of it. Stability in anyL(p≥1) norm is a direct consequence.
出处 《Wuhan University Journal of Natural Sciences》 CAS 2003年第02A期335-341,共7页 武汉大学学报(自然科学英文版)
基金 the National Natural Science Foundation of China(10131050)
关键词 scalar viscous conservation law travelling wave approximate Green’s function pointwise decay scalar viscous conservation law travelling wave approximate Green’s function pointwise decay
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