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On the boundedness and invertibility of boundary potentials in Lipschitz domains (Microlocal Analysis and PDE in the Complex Domain)

机译：Lipschitz域中边界势的有界性和可逆性（复杂区域中的微局部分析和PDE）

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Laubin P.;
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年度 2000
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正文语种 en
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1. EXTENSION OF THE GLTNTER DERIVATIVES TO THE LIPSCHITZ DOMAINS AND APPLICATION TO THE BOUNDARY POTENTIALS OF ELASTIC WAVES [J] . Bendali A., Tordeux S., Volchkov Yu M. Journal of Applied Mechanics and Technical Physics . 2020,第1期

机译：将Gltnter衍生物延伸到Lipschitz结构域并应用于弹性波的边界电位
2. BOUNDARY BEHAVIOR OF THE LAYER POTENTIALS FOR THE TIME FRACTIONAL DIFFUSION EQUATION IN LIPSCHITZ DOMAINS [J] . JUKKA KEMPPAINEN The Journal of integral equations and applications . 2011,第4期

机译：LIPSCHITZ域中时间分数阶扩散方程的层势的边界行为
3. Analysis of segregated boundary-domain integral equations for BVPs with non-smooth coefficients on Lipschitz domains [J] . Sergey E. Mikhailov Boundary value problems . 2018,第1期

机译：Lipschitz域上具有非光滑系数的BVP的孤立边界域积分方程分析
4. Reducing domain structural complexity in PDE backstepping boundary observer design using conformal mapping [C] . Banaei Khosroushahi Reza, Marquez Horacio J. European Control Conference . 2013

机译：使用共形映射降低PDE反演边界观测器设计中的域结构复杂性
5. Invertibility of layer potential operators on Besov spaces and Poisson's equation for the Laplacian in Lipschitz domains. [D] . Mendez, Osvaldo David. 1997

机译：Lipschitz域中Laplacian的Besov空间上的层势算子的可逆性和Poisson方程。
6. Mcp and Fab-7: molecular analysis of putative boundaries of cis-regulatory domains in the bithorax complex of Drosophila melanogaster. [O] . F Karch, M Galloni, L Sipos, 1994

机译：Mcp和Fab-7：对黑腹果蝇（Drosophila melanogaster）的Bithorax复合物中的顺式调节域假定边界的分子分析。
7. THE CONTINUATION OF HOLOMORPHIC SOLUTIONS TO CONVOLUTION EQUATIONS IN COMPLEX DOMAINS (Microlocal Analysis and PDE in the Complex Domain) [O] . Ishimura Ryuichi, Okada Jun-ichi, Okada Yasunori 2000

机译：复杂域中卷积方程的全同解的连续性（复杂域中的微局部分析和PDE）
8. High Order Accuracy Computational Methods for Long Time Integration of Nonlinear PDEs in Complex Domains [R] . Gottlieb, D. , Shu, C. W. , Fischer, P. F. , 1998

机译：复杂域中非线性偏微分方程长时间积分的高精度计算方法

On the boundedness and invertibility of boundary potentials in Lipschitz domains (Microlocal Analysis and PDE in the Complex Domain)

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