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Pseudo almost periodic solutions for a class of differential equation with delays depending on state

机译：伪几乎定期解决一类微分方程，延迟延迟

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Hou Yu Zhao;
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1. Pseudo almost periodic solutions for a class of differential equation with delays depending on state [J] . Progress in Artificial Intelligence . 2020,第1期

机译：伪几乎定期定期解决方案，用于延迟延迟，根据状态
2. Pseudo–almost‐periodic solutions for delayed differential equations with integrable dichotomies and bi–almost‐periodic Green functions [J] . Pinto Manuel, Vidal Claudio Mathematical Methods in the Applied Sciences . 2017,第18期

机译：延迟微分方程的伪差分解决方案，具有可集成的二分法和双近周期性的绿色功能
3. Existence of weighted pseudo-almost periodic solutions to some classes of differential equations with Sp-weighted pseudo-almost periodic coefficients [J] . Toka Diagana, Gisele M. Mophou, Gaston M. NGuerekata Nonlinear Analysis: An International Multidisciplinary Journal . 2010,第1期

机译：具有Sp加权伪概周期系数的一类微分方程加权伪概周期解的存在性
4. Computation of Maslov-Type Index and Periodic Solutions for a Class of Differential Equations with Delays [C] . Cheng Rong Fourth international conference on information and computing . 2011

机译：一类时滞微分方程的Maslov型指数和周期解的计算
5. Piecewise Stepanov-like Pseudo-Almost Periodic Solutions to Abstract Impulsive Differential Equations [D] . Sy, Demba 2019

机译：抽象脉冲微分方程的分段Stepanov型伪概周期解
6. Analytical Approximate Solutions for a General Class of Nonlinear Delay Differential Equations [O] . Bogdan Căruntu, Constantin Bota -1

机译：一般一类非线性时滞微分方程的解析近似解
7. Pseudo asymptotically periodic solutions of two-term time fractional differential equations with delay [O] . Zhinan Xia 2015

机译：具有延迟的双术时间分数微分方程的伪渐近周期解
8. PART I Recent Work on Families of Periodic Solutions of Ordinary Differential Equations. PART II Singular Solutions of Systems of Real Analytic Equations. PART III The Stromgren-Wintner Principle on the Termination of Families of Periodic Solutions. [R] . Daniel C. Lewis 1959

机译：第一部分关于常微分方程周期解族的近期研究。第二部分实分析方程组的奇异解。第三部分stromgren-Wintner关于终止家庭周期解的原则。

Pseudo almost periodic solutions for a class of differential equation with delays depending on state

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