polynomial system信息详情
多项式系统
polynomial───n.多项式;多词拉丁学名;表示任何多项数之和;adj.多项的,多词的;多项式的
chromatic polynomial───色多项式
characteristic polynomial───[数]特征多项式
invariant polynomial───不变多项式
polynomial equation───[数]多项式方程
annihilating polynomial───湮灭多项式
polynomial function───n.[数]多项式函数
trigonometric polynomial───[数]三角多项式
system───n.制度,体制;系统;方法
As a kind of complete orthogonal polynomial system, U system has many good properties such as orthogonality and convergence.───作为一种可选定次数的完备正交多项式系统,U系统所定义的矩具有标准正交性、收敛性等优良性质。
In this paper, the design problem of new nonlinear state feedback for linear polynomial system is discussed.───本文就线性多项式型系统的综合问题给出一种新的非线性状态反馈设计方法。
In this paper, the problem of limit cycles bifurcated from the equator for a quintic polynomial system is investigated.───本文研究一类五次平面多项式系统赤道极限环分支问题。
Study of center focus decision problem for a type of polynomial system───一类多项式系统中心焦点判定问题的研究
Characteristic functions and quasi-probability distribution functions of multi-mode Bose quadratic polynomial system───多模玻色二次多项式型系统的特性函数和准概率分布函数
Center conditions and bifurcation at the equator for a class of quintic polynomial system───一类五次多项式系统无穷远点的中心条件与赤道极限环分支
Limit Cycle Bifurcation of the Origin for A Class of Plane Fifth Polynomial System───一类平面五次多项式系统原点的极限环分支
Algebraic Classification of a Kind of Cubic Polynomial System and Its Applications───一类三次多项式微分系统的代数分类及其应用
Eigenvalue method is one of the fundamental Methods: That solve polynomial system.
In this paper, the problem of limit cycles bifurcated from the equator for a quintic polynomial system is investigated.
This note shows that when studying geometric properties, a polynomial system is defined as a line field on a projective space such that its singular set has co dimension at least 2.
Center conditions and bifurcation of limit cycles at the infinity for a class of quintic polynomial system were studied.
As an application of our method, we solve the problems of center conditions and bifurcation of limit cycles at infinity for a quintic polynomial system.
At the same time, the center conditions and bifurcation of limit cycles at the origin of the quintic polynomial system are also investigated.
A class of higher polynomial system with great significance is researched with the theory of limit cycles and bifurcation of the plane autonomous system.
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