定义四类广义向量拟似变分不等式，并给出它们解存在的充分条件。
Moreover, four kinds of generalized vector quasi-variational-like inequalities, which are the generalization of vector variational inequalities, are defined and studied.
研究了一类拟解析系统的中心条件与等时中心条件。
The center conditions and isochronous center conditions for a class of quasi - analytic systems were investigated.
本文首先研究了一类积集上的广义向量拟类变分不等式问题，使用不动点定理给出了它的解的存在性结果。
In this thesis, first, we employ the fixed point theorem to establish the existence of solution of a class of generalized vector quasi-variational-like inequality over product sets.
运用拟齐次函数的性质，给出了一类解析函数正规型的一个简单的初等的证明方法。
The normal form of a kind of analysis function is proved with a simple and elementary method by using the properties of semiquasihomogeneous functions.
研究一类半线性拟抛物方程的初边值问题。
Study the initial boundary value problem of semilinear pseudoparabolic equations.
研究了由三个拟线性退化抛物型方程通过非线性项耦合而得到的一类拟线性退化抛物方程组解的性质。
The properties of solution to a class of quasilinear degenerate parabolic system coupled via three nonlinear diffusion equation are considered.
讨论一类带有非线性边界条件的拟线性反应扩散方程组，给出了解整体存在的充分必要条件。
The necessary and sufficient conditions are discussed on the existence of global solutions for quasilinear reaction-diffusion systems with nonlinear boundary conditions.
建立了一个新的极大极小不等式，并利用它研究了仿紧集上一类新型广义双拟变分不等式解的存在性问题。
A new minimax inequality theorem is established, which will be used to study the existence problem of solution for a new class of generalized bi-quasi-variational inequality.
讨论一类映入球面的满足拟单调不等式的弱调和映射的边界正则性。
The boundary regularity for a class of weakly harmonic maps which maps into sphere and satisfies a quasi monotonicity inequality is discussed.
定义了图的边边连通度，设计了一类具有最大边边连通度的拟正则图。
The edge-edge connectivity of a graph is defined, and a class of quasi-regular graphs is proposed with a maximum edge-edge connectivity.
本文研究一类拟线性双曲—抛物型方程具有非线性初边值条件的奇摄动问题。
This paper deals with the singularity perturbed problem of a class of quasilinear hyperbolic-parabolic type equations subject to nonlinear initial-boundary value conditions.
针对循环或者拟循环三对角方程组，仿照追赶法的思想，给出了一种求解这两类方程组的追赶算法。
Based on the idea of chasing method, a new algorithm is developed to solving the circular and quasi-circular tridiagonal systems in this paper.
讨论一类退缩拟线性抛物方程组解的局部存在性与猝灭，证明了在一定条件下解在有限时刻发生猝灭，并给出猝灭时间的一个上限估计。
A class degenerate quasilinear parabolic systems is considered. The local existence is proved. In some conditions the solution quench in a finite time. And an estimate of quenching time is given.
给出了一类拟线性迭代方程连续解的存在性，唯一性和稳定性。
The existence, uniqueness and stability of continuous solutions for a quasi-linear iterative equation are given.
拟移位映射是符号空间上一类特殊的混沌映射，被广泛关注。
Model shift maps is a class of special chaotic maps on symbolic space and received much attention.
本发明公开了一类具有蛋白质降解活性的聚乳酸降解酶，由无枝酸菌属和拟无枝酸菌属的菌种发酵纯化制得；
The invention discloses a polylactic acid degrading enzyme with protein degrading activity prepared by fermentation and purification of strains of amycolatum sp. and amycolatopsis sp.
摘要：拟移位映射是符号空间上一类特殊的混沌映射，被广泛关注。
Abstract: Model shift maps is a class of special chaotic maps on symbolic space and received much attention.
本文利用拟板法对正交正放类、两向斜放类和三向类网架的动力问题进行了研究，导出了一般的振动控制方程。
In this paper, the dynamic problems of three kinds of space trusses are studied and the general vibration equations are derived by the plate analogy method.
研究一类强退化拟线性抛物方程的重整化解，在一定假设条件下得到了这类广义解的存在惟一性。
The existence and uniqueness of renormalized solutions of a class of strongly degenerate quasilinear parabolic equations under certain assumptions are discussed.
本文对满足条件1-4（或4＇）的一类具重特征的双曲拟微分算子（1）进行初步的讨论。
In this paper we will study the pseudo-differential operators P which satisfy conditions 1-4(or 4'). They constitute a class of hyperbolic operators with multi-characteristics.
本文给出了一类特殊拟正则半群，即群的矩阵的膨胀的一系列刻划。
In this paper, we have given some characteristics and structures of a kind special quasi-regular semigroups, that is, the inflation of matrix of groups.
本文引入了一类新的拟终鞅型序列并研究了它们的收敛性。
In this paper, new kinds of quasi-eventual-martingale-like sequences are introduced and their convergence are investigated.
研究一类拟线性拟抛物型积分微分方程的初边值问题。
This paper studies the initial boundary value problem for a class of quasilinear pesudoparabolic integrodifferential equations.
目的：探讨蝉拟青霉对机体免疫功能和脂类物质代谢以及内脏器官的影响。
Objective:To study the effects of paecilomyces cicadida on immunity and lipin metabolism and internal organs of rats.
利用范数形式的锥拉伸与压缩不动点定理，研究了一类四点边值问题拟对称正解的存在性。
By using the fixed-point theorem of cone expansion-compression type with norm, we study the existence of positive pseudo-symmetric solutions to a four-point boundary value problem.
研究了一类拟解析系统的中心条件与等时中心条件。
The center conditions and isochronous center conditions for a class of quasi-analytic systems were investigated.
讨论大变形拟不可压缩橡胶类材料的本构关系及有限元分析方法。
On the constitutive laws of incompressible rubber like materials and the corresponding finite element analysis method.
研究了一类非线性拟双曲方程的双线性有限元方法。
In this paper, the bilinear finite element method for a kind of nonlinear hypobolic equations was discussed.
研究了一类非线性拟双曲方程的双线性有限元方法。
In this paper, the bilinear finite element method for a kind of nonlinear hypobolic equations was discussed.
应用推荐