Birkhoff Normal Forms, KAM Theory and Symmetries for Certain Second Order Rational Difference Equations with Quadratic Term

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Birkhoff Normal Forms, KAM Theory and Symmetries for Certain Second Order Rational Difference Equations with Quadratic Term

机译：具有二次项的某些二阶有理差分方程的Birkhoff范式，KAM理论和对称性

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《International Journal of Difference Equations》 |2015年第2期|共19页
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中图分类微分方程、积分方程;
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3. Birkhoff Normal Forms, KAM theory and continua of periodic points for certain planar system [J] . M. R. S. Kulenovi?, E. Pilav, N. Muji? Journal of computational analysis and applications . 2019,第3期

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4. KAM theory with applications to Hamiltonian partial differential equations [C] . Xiaoping Yuan NATO Advanced Study Institute on Hamiltonian Dynamical Systems and Applications . 2008

机译：KAM理论与应用于Hamiltonian偏微分方程的应用
5. Birkhoff normal forms with application to the Gross-Pitaevskii equation. [D] . Yan, Zhenbin. 2007

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6. Birkhoff Normal Forms and KAM Theory for Gumowski-Mira Equation [O] . M. R. S. Kulenović, Z. Nurkanović, E. Pilav -1

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7. Birkhoff Normal Forms, KAM Theory and Time Reversal Symmetry for Certain Rational Map [O] . Erin Denette, Mustafa R. S. Kulenović, Esmir Pilav 2016

机译：Birkhoff正规形式，Kam理论和某些有理映射的时间反转对称性
8. Korteweg-de Vries Equation: Convergent Birkhoff Normal Form [R] . Baettig, D., Kappeler, T., Mityagin, B. 1995

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Birkhoff Normal Forms, KAM Theory and Symmetries for Certain Second Order Rational Difference Equations with Quadratic Term

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