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一般散度型线性抛物方程W_p^(1,0)弱解的存在性

Existence of W_p^(1,0) Weak Solutions for General Linear Parabolic Equations of Divergence Form
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摘要 利用Stampacchia内插定理,研究了一类带有混合边界条件的散度型线性抛物方程Wp1,0弱解的存在性. The existence of W_p^(1,0) weak solutions for a class of linear parabolic equations of divergence form with mixed boundary conditions is obtained by Stampacchia interpolation theorem.
作者 栾姝 徐鹏
出处 《湛江师范学院学报》 2009年第6期12-17,共6页 Journal of Zhanjiang Normal College
基金 湛江师范学院科研基金资助项目(ZL0904)
关键词 散度型线性抛物方程 Wp1 0弱解 存在性 Stampacchia内插定理 linear parabolic eqautions of divergence form W_p^(1 0) weak solutions existence Stampacchia interpolation theorem
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参考文献6

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