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非线性偏微分方程分析讲义（第一卷）

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作者：林芳华，王雪平，张平　主编著

出版社：高等教育出版社

出版时间：2009-9-1

I S B N：9787040266283

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非线性偏微分方程分析讲义(第1卷)

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非线性偏微分方程分析讲义（第一卷）

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Lectures on the Analysis of Nonlinear Partial Differential Equations Vol. 1非线性偏微分方程分析讲义

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非线性偏微分方程分析讲义-第一卷

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非线性偏微分方程分析讲义-第一卷

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非线性偏微分方程分析讲义:第一卷

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内容简介

In this volume, we have collected lecture notes by M. C. Lopes concerning the boundary layers of incompressible fluid flow; by C..1. Xu on the micro-local analysis and its applications to the regularities of kinetic equations; by Y. X. Zheng on the weak solutions of variaUonal wave equation from liquid crystals, and by P. Zhang and Z. R Zhang on the free boundary problem of Euler equations. In addition, we also included the notes by E Nier on the hypoelliptidty of Fokker-Planck operator and Witten-Laplace operator. We hope that the publication of these lecture notes may provide valuable references and up-to-date descriptions of current developments of various related research topics, that will benefit many young researchers or graduate students.

作者简介

Milton C. Lopes Filho: Boundary Layers and the Vanishing Viscosity Limit for Incompressible 2D Flow
Francis Nier: Hypoellipticity for Fokker-Planck Operators and Witten Laplacians
Chaojiang Xu: Fourier Analysis of Non Cutoff Boltzmann Equations
Ping Zhang and Zhifei Zhang: On the Free Boundary Problem of 3-D Incompressible Euler Equations
Yuxi Zheng: An Introduction to a Variational Wave Equation