Reductibility of a Linear Beam Equation with a Quasi-periodic Perturbation

机译：用准周期性扰动的线性光束方程的减少性

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摘要

This aper is concerned with an one-dimensional linear beam equation with hinged boundary conditions,This linear beam equation can be transformed lnto a constant coefficient linear beam eqution.

机译：该APER涉及具有铰接边界条件的一维线性光束方程，该线性波束方程可以被变换为恒定系数线性光束电气射线。

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《IEEE international conference on computer science and information technology》|2011年||共5页
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作者
YiWang;
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正文语种
中图分类计算技术、计算机技术;
关键词
reducibility; beam equation; quasi-periodic; hinged boundary condition;

机译：减少;光束方程;准周期;铰链边界条件;

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1. Quasi-periodic solutions for d-dimensional beam equation with derivative nonlinear perturbation [J] . Mi Lufang, Cong Hongzi Journal of Mathematical Physics . 2015,第7期

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2. Periodic and Quasi-Periodic Solutions for Reversible Unbounded Perturbations of Linear Schrodinger Equations [J] . Journal of dynamics and differential equations . 2020,第1期

机译：线性薛定inger方程的可逆无界扰动的周期和拟周期解
3. A result on quasi-periodic solutions of a nonlinear beam equation with a quasi-periodic forcing term [J] . Wang Y., Si J. ZAMP: Zeitschrift fur Angewandte Mathematik und Physik: = Journal of Applied Mathematics and Physics: = Journal de Mathematiques et de Physique Appliquees . 2012,第1期

机译：具有准周期强迫项的非线性梁方程的准周期解的结果
4. Reductibility of a Linear Beam Equation with a Quasi-periodic Perturbation [C] . YiWang IEEE international conference on computer science and information technology . 2011

机译：具有准周期摄动的线性束方程的可约性
5. On the Reducibility of Systems of Quasi-Periodic Linear Functional Differential Equations [D] . Samarawickrama-Kuruppuge, Paduma E. 2019

机译：关于准周期性线性函数微分方程系统的还原性
6. Perturbations of Discontinuous Solutions of Non-Linear Systems of Differential Equations [O] . Norman Levinson 1947

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7. Quasi-Periodic Solutions of Hamiltonian Perturbations of 2D Linear Schrodinger Equations [O] . J. Bourgain 1998

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8. Quasi-Periodic Solutions of Hamiltonian Perturbations of 2D Linear SchroedingerEquations [R] . Bourgain, J. 1995

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Reductibility of a Linear Beam Equation with a Quasi-periodic Perturbation

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