| 微分形式的 Aλr3 (λ1,λ2 ;Ω)-加权的Poincaré型不等式 |
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| 引用本文： | 郭静,朱江红,孙兰香.微分形式的 Aλr3 (λ1,λ2 ;Ω)-加权的Poincaré型不等式[J].湖州师范学院学报,2007,29(2). |
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| 作者姓名： | 郭静 朱江红 孙兰香 |
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| 摘 要： | 利用H(o)lder不等式得到了微分形式的局部 Ar (λ1,λ2 ;Ω)-加权Poincaré型不等式,所得结果能被广泛应用于某些重要方程解的高阶可积性理论.
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| 关 键 词： | Ar(λ1 λ2 Ω) -权 微分形式 Poincaré型不等式 Ar (λ1 λ2 Ω)-weight Differential form Poincaré inequality 微分形式 加权 Poincar 不等式 Weighted Differential Forms Inequality find result used theory higher order integrability solutions equations type differential forms weighted local inequality |
Aλr3 (λ1,λ2 ,Ω)-Weighted Poincaré-Type Inequality for Differential Forms |
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| GUO Jing,ZHU Jiang-hong,SUN Lan-xiang.Aλr3 (λ1,λ2 ,Ω)-Weighted Poincaré-Type Inequality for Differential Forms[J].Journal of Huzhou Teachers College,2007,29(2). |
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| Authors: | GUO Jing ZHU Jiang-hong SUN Lan-xiang |
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| Abstract: | By making use of H(o)lder inequality, we obtain a local Ar (λ1,λ2 ;Ω)-weighted Poincaré-type inequality for differential forms, and find that this result can be used extensively to the theory of higher order integrability for the solutions of some important equations. |
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| Keywords: | Ar (λ1 λ2 Ω)-weight Differential form Poincaré inequality |
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