1) periodic quasisolution
周期拟解
1.
By the results of reference [1], the periodic quasisolution and asymptotic beha_ viors for a class of three_species ecological model with delays and periodic coefficients are discussed, leading to the coexistence and global attractor of the system.
应用文 [1]的结果讨论一类含时滞及周期系数的三种群生物模型的周期拟解和渐近性 ,从而得到系统的共存性和整体吸引
2) quasi-periodic solution
拟周期解
1.
The quasi-periodic solutions of perturbations of Schrodinger equations were obtained by the inverse of the matrix without the limits of dimension.
给出了一组复指数完备正交基的排序方式,具有傅立叶乘子的高维薛定谔方程相应的算子在该组基下的矩阵是无限阶对角阵,用该矩阵的逆可以不受维数限制而求得薛定谔扰动方程的拟周期解。
2.
It is shown that in some parameter regions the systems exhibit subharmonic solution and quasi-periodic solution.
使用Hassard的规范形方法,研究了具有限时滞的扰动Van der pol方程在扰动频率与Hopf分支固有频率为二阶次调和共振的情形下解的存在性,表明了在某些参数区域中,系统存在次调和解和拟周期解。
3.
Based on the decomposition and the theory of algebra curve, the explicit quasi-periodic solutions for the new (1+1)-dimensional equation.
最后根据代数曲线理论及分解定理，得到了一类新的(1+1)-维孤子方程的拟周期解。
3) quasiperiodic solution
拟周期解
1.
Proving existence of quasiperiodic solutions of nonlinear Schrodinger equations;
证明一类非线性薛定谔方程存在拟周期解
2.
Proving existence of quasiperiodic solutions of spring oscillator equation;
证明弹簧振子方程存在拟周期解
5) positive periodic quasisolutions
正周期拟解
1.
Using the bootstrap technique,we study the existence of positive periodic quasisolutions and the asymptotic behavior of general time-dependent solutions for periodic Gas-Liquid model with nonlocal boundary value conditions.
应用bootstrap技巧,讨论了带非局部边值条件的Gas-Liquid模型正周期拟解的存在性和一般时变解的渐近性态。
6) quasi-perdic decomposition
拟周期分解
补充资料：庞加莱周期解
见周期解理论。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条