零解 的英文怎麼說
中文拼音 [língjiě]
零解
英文
null solution-
Global stability of zero solution of generalized li nard system
系統零解的全局漸近穩定性This is a homogeneous linear equation, which always has the trivial solution w≡0.
這是一個齊次線性方程，總是有零解W0。Checking the stability of the null solution by second liapunov method
第二方法判斷零解的穩定性Stability of the null solution to the disturbed difference equations
關于擾動差分方程零解的穩定性The stability of the trivial solution of a class of third order nonlinear ordinary differential equations
一類三階非線性常微分方程零解的穩定性When the stability of the trivial solution of system ( 1 ) is determined, our results are not only effective but also suitable for many applications
在判斷脈沖泛函系統（ 1 ）零解的穩定性時，不僅更為有效且易於應用In this paper, the stability of the trivial solution is studied for a class of third order nonlinear non - autonomous ordinary differential equations by means of differential matrix, and the sufficient conditions of the global asymptotic stability of the trivial solution are obtained for a class of third order nonlinear autonomous system
摘要用微分矩法研究了一類三階非線性常微分方程零解的穩定性，並獲得了一類三階非線性駐定系統零解全局漸近穩定的充分條件。The tree of this paper is as follows : in chapter 2, we study the uniformly asymptotic stability of the trivial solutions of a class of linear and nonlinear difference - differential equations with finite time - dependent delays. then, we deal with the existence, the uniqueness and the stability of periodic solutions and almost periodic solutions when the systems are under periodic perturbations and almost periodic perturbations
本文內容具體安排如下：第二章，我們首先研究一類具有限變時滯的線性及非線性差分微分方程系統的零解的一致漸近穩定性，然後討論在周期擾動和概周期擾動下，相應系統的周期解和概周期解的存在唯一性及穩定性。Then we obtain new razumikhin - type theorems on stability by the method of lyapunov functions including partial components
然後運用部分lyapunov函數方法得到了系統（ 1 ）的零解的新的razu - mikhin型穩定性定理The non - zero solutions of a model in locally convex spaces and the non - zero periodic solutions of differential system
局部凸空間一個模型的非零解與微分方程組的非零周期解The existence of the nonzero solution for set - valued condensing mapping equation in hilbert space
空間中的多值凝聚映象方程的非零解Sufficient conditions about globally asymptotical stability of the origin of second - order control system with saturated input
單飽和輸入下二階控制系統零解全局漸近穩定的充分條件Conditions of linear homogeneous differential equation system with constant coefficients has non - zero solution
常系數齊次線性微分方程組有非零解的條件Thus, we employ several lyapunov functions including partial components and avoid using p function to obtain some stability results of the trivial solution of system ( 1 ), such as stability, equi - asymptotic stability, uniformly asymptotic stability and so on. in these theorems, the conditions are less restrictive
因此，本章運用多個部分lyapunov函數，避免使用p函數，在較少的限制條件下得到了系統（ 1 ）的零解的穩定性、等度漸近穩定性、一致漸近穩定性等定理，並且得到了一些推論A kind of nonlinear system zero solution evolution stability
一類非線性系統零解的漸進穩定性Abstract : it ' s an important problem to determine the stability of zero solutions of linear neutral differential equation. a simple judgment on this problem is given
摘要:線性中立微分方程的一個重要問題是其零解漸進穩定性。文章給出一個簡便的穩定性判斷準則。Firstly, we give the bifurcation diagram in the parameter plane ( r, b ), according to which we can give the stable and unstable regions of the equation ' s / oro solution and the hopf bifurcated curve of hopf bifurcation in the parameter plane ( r, b )
我們首先在（ r ， b ）參數平面內給出一張分支圖，根據此圖能夠給出在（ r ， b ）參數嚴面內方程零解的穩定性和不穩定性區域，以及方程產生hopf分支的hopf分支曲線。Stability of the zero solution of a kind of impulsive differential equations
一類脈沖微分方程零解的穩定性Global attractivity for a differential equation with piecewise constant arguments
具分段常數微分方程零解的全局吸引性Stability of zero solution of a delay differential equation under impulsive perturbations
一類脈沖時滯微分方程零解的穩定性分享友人