BLOW-UP SCALING AND GLOBAL BEHAVIOUR OF SOLUTIONS OF THE BI-LAPLACE EQUATION VIA PENCIL OPERATORS

Alvarez-Caudevilla Pablo; Galaktionov Victor A.

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BLOW-UP SCALING AND GLOBAL BEHAVIOUR OF SOLUTIONS OF THE BI-LAPLACE EQUATION VIA PENCIL OPERATORS

机译：通过铅笔算子对双Laplace方程解的爆破比例和整体性

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摘要

As the main problem, the bi-Laplace equation

机译：作为主要问题，双拉普拉斯方程

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《Communications on pure and applied analysis》 |2016年第1期|共26页
作者
Alvarez-Caudevilla Pablo; Galaktionov Victor A.;
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正文语种 eng
中图分类数学;
关键词
Bi- and Laplace equations; higher-order equations; pencil of non self-adjoint operators; harmonic polynomials; nodal sets;

机译：二阶和拉普拉斯方程;高阶方程;非自伴算子的铅笔;调和多项式;节点集;

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1. BLOW-UP SCALING AND GLOBAL BEHAVIOUR OF SOLUTIONS OF THE BI-LAPLACE EQUATION VIA PENCIL OPERATORS [J] . Alvarez-Caudevilla Pablo, Galaktionov Victor A. Communications on pure and applied analysis . 2016,第1期

机译：通过铅笔算子对双Laplace方程解的爆破比例和整体性
2. Blow-Up Solutions and Global Solutions to Discretep-Laplacian Parabolic Equations [J] . Soon-YeongChung, Min-JunChoi Abstract and applied analysis . 2014,第15期

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3. Blow-up solutions and global solutions for nonlinearparabolic equations with mixed boundary conditions [J] . Hailiang Zhang Journal of Applied Mathematics and Computing . 2010,第2期

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4. Global existence and blow-up solutions for a class of nonlinear reaction diffusion equations under nonlinear boundary flux [C] . Yang Yan, Zhang Lingling Chinese Control and Decision Conference . 2019

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5. Blow-Up Solutions of Wave Map Equations with Periodic in Time Speed of Propagation [D] . Luna-Rivera, Nathalie M. 2018

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6. Existence and global exponential stability of periodic solutions for n-dimensional neutral dynamic equations on time scales [O] . Bing Li, Yongkun Li, Xuemei Zhang -1

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7. Blow-up scaling and global behaviour of solutions of the bi-laplace equation via pencil operators [O] . Álvarez-Caudevilla, Pablo, Galaktionov, Victor A. 2016

机译：通过铅笔算子的双Laplace方程解的爆破缩放和整体性质

BLOW-UP SCALING AND GLOBAL BEHAVIOUR OF SOLUTIONS OF THE BI-LAPLACE EQUATION VIA PENCIL OPERATORS

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