1) generalized adjoint periodic boundary value problem
广义相联周期边值问题
2) narrow adjoint periodic boundary value problem
狭义相联周期边值问题
3) periodic boundary value problem
周期边值问题
1.
Method of upper and lower solutions in the reversed order of periodic boundary value problems for second order differential equations;
二阶微分方程周期边值问题的反序上下解方法
2.
Solvability of second order periodic boundary value problems in Banach spaces;
Banach空间二阶周期边值问题的可解性
3.
Monotone method for first order periodic boundary value problems of delay difference equations;
一阶时滞差分方程周期边值问题的单调迭代法
4) periodic boundary value problems
周期边值问题
1.
The existence of positive solutions for a second-order ordinary differential periodic boundary value problems with derivative;
一类带导数项常微分周期边值问题正解的存在性
2.
Considering first-order periodic boundary value problems on time scales,the authors have obtained the sufficient conditions for the existence of extremal solutions by employing the approaches for upper and lower solutions and monotone iterative method.
考虑了时间模上一阶周期边值问题,运用上下解方法和单调迭代方法得出了此边值问题存在极值解的充分条件,所谓时间模T是实数集上一个非空子集,当时间模为R时,此结果为一个新结果。
3.
To find the sufficient conditions for the existence solutions of the periodic boundary value problems of ordinary differential equations, the so called upper and lower solution method together with monotone iterative technique was a very effective strategy.
将用于研究常微分方程周期边值问题地上下解方法与单调迭代技巧,拓展于研究泛函微分方程中一类一阶时滞微分方程周期边值问题,论证了此类方程周期边值问题地最大解和最小解的存在性,以及一致收敛于解地迭代逼近序列。
5) anti-periodic boundary value problems
反周期边值问题
1.
This paper concerns about the anti-periodic boundary value problems for a class of difference equations.
考虑一类差分方程反周期边值问题解的存在性,使用Schauder不动点定理和上下解方法,得到了若干解的存在性结果。
6) periodic Riemann boundary value problem
周期Riemann边值问题
1.
A periodic Riemann boundary value problem generalized condition at ±∞i is posed and its solutions and solvable conditions are given.
在±∞i处提出一种条件推广的周期Riemann边值问题并给出解及可解条件 通过引入基本解组和广义相联周期边值问题的概念使这类边值问题的可解条件有明确的几何意义(正交化条件),而其特例推广了已有的工作
2.
We discuss the stability of the solve of periodic Riemann boundary value problem when the smooth perturbation of L occurs, and give the correspording error estimates.
讨论了当E为复平面上的有界单连通区域 ,且所有已知函数在E上满足H lder条件时 ,周期Riemann边值问题在边界曲线L E发生光滑摄动时解的稳定性问题 ,并给出了相应的误差估
3.
A periodic Riemann boundary value problem are discussed by the mapping , its basic of solutions are given, we render such problem with obviousgeometric interpretation (the orthorogorality condition).
本文用指数变换ζ=exp(i2z／a)重新求解了一类周期Riemann边值问题，得到了相应的基本解组，使得其可解条件的正交性显存于解和可解条件中。
补充资料：联边
1.指字的半边相同。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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