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RECTIFIABLE, UNRECTIFIABLE AND FRACTAL OSCILLATIONS OF SOLUTIONS OF LINEAR AND HALF-LINEAR DIFFERENTIAL EQUATIONS OF SECOND-ORDER (New Developments of Functional Equations in Mathematical Analysis)

机译：二阶线性和半线性微分方程解的可恢复，不可恢复和分形振动（数学分析中功能方程的新发展）

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PASIC MERVAN;
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1. Rectifiable and unrectifiable oscillations for a class of second-order linear differential equations of Euler type [J] . Mervan Pasic Journal of Mathematical Analysis and Applications . 2007,第1期

机译：一类Euler型二阶线性微分方程的可校正和不可校正的振动
2. Rectifiable oscillations in second-order half-linear differential equations [J] . Pasic M, Wong JSW Annali di matematica pura ed applicata . 2009,第3期

机译：二阶半线性微分方程的可校正振动
3. Rectifiable oscillations in second-order half-linear differential equations [J] . Mervan Pašić, James S. W. Wong Annali di Matematica Pura ed Applicata . 2009,第3期

机译：二阶半线性微分方程的可校正振动
4. Oscillation Criteria for a Class of Certain Half-linear Emden-Fowler Functional Differential Equations of Neutral Type [C] . Ying TANG, Lian-Zhong LI Annual International Conference on Advanced Material Engineering . 2017

机译：一类半线性Emden-Fowler功能差分方程的振动标准
5. Pseudo almost periodic solutions to some systems of nonlinear hyperbolic second-order partial differential equations. [D] . Al-Islam, Najja Shakir. 2009

机译：某些非线性双曲型二阶偏微分方程组的伪几乎周期解。
6. Dimensional analysis yields the general second-order differential equation underlying many natural phenomena: the mathematical properties of a phenomenon’s data plot then specify a unique differential equation for it [O] . Gordon R Kepner 2014

机译：维度分析产生了许多自然现象背后的一般二阶微分方程：现象数据图的数学特性然后为其指定一个唯一的微分方程
7. Rectifiable and unrectifiable oscillations for a class of second-order linear differential equations of Euler type [O] . Pašić Mervan 2007

机译：一类欧拉型二阶线性微分方程的可校正和不可校正的振动
8. Final Report Periodic Solutions of Nonlinear Differential Equations and Solutions of Functional Equations by Topological Methods [R] . Jane Cronin Scanlon 1965

机译：非线性微分方程的最终报告周期解及拓扑方法的泛函方程解

RECTIFIABLE, UNRECTIFIABLE AND FRACTAL OSCILLATIONS OF SOLUTIONS OF LINEAR AND HALF-LINEAR DIFFERENTIAL EQUATIONS OF SECOND-ORDER (New Developments of Functional Equations in Mathematical Analysis)

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