首页> 外文OA文献 >Polynomial decay for a hyperbolic–parabolic coupled system☆☆The work is supported by the US National Science Foundation grant NSF-DMS-0104096, the Grant BFM2002-03345 of the Spanish MCYT, the FANEDD of China (Project No. 200119), the EU TMR Projects “Homogenization and Multiple Scales” and “Smart Systems”, the NSF of China under grant 10371084, and the Project-sponsored by SRF for ROCS, SEM of China. The first and last authors would like to thank the Laboratoire J.-A. Dieudonné at the Université de Nice, and particularly Professors Y. Brenier, D. Chenais and G. Lebeau, for hospitality during their visit. The third author also thanks Professors N. Burq, I. Mundet and V. Munõs for fruitful discussions.
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Polynomial decay for a hyperbolic–parabolic coupled system☆☆The work is supported by the US National Science Foundation grant NSF-DMS-0104096, the Grant BFM2002-03345 of the Spanish MCYT, the FANEDD of China (Project No. 200119), the EU TMR Projects “Homogenization and Multiple Scales” and “Smart Systems”, the NSF of China under grant 10371084, and the Project-sponsored by SRF for ROCS, SEM of China. The first and last authors would like to thank the Laboratoire J.-A. Dieudonné at the Université de Nice, and particularly Professors Y. Brenier, D. Chenais and G. Lebeau, for hospitality during their visit. The third author also thanks Professors N. Burq, I. Mundet and V. Munõs for fruitful discussions.

机译:双曲-抛物线耦合系统的多项式衰变☆☆这项工作得到美国国家科学基金会的资助NSF-DMS-0104096,西班牙的MCYT的BFM2002-03345,中国的FANEDD(项目号200119),欧盟TMR项目“同质化和多尺度”和“智能系统”,中国国家科学基金会(NSF),资助号10371084,由SRF资助,针对中国科学技术委员会(ROSEM)的ROCS。第一位和最后一位作者要感谢LaboratoireJ.-A。尼斯大学的Dieudonné,特别是Y. Brenier,D。Chenais和G. Lebeau教授在访问期间热情款待。第三作者还感谢N. Burq,I。Mundet和V.Munõs教授的富有成果的讨论。

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