可解性

广义投影下F隐变分不等式的可解性

Solvability of F-Implicit Variational Inequality Problems with Extended Projection Operators

本文利用C正规子群及M正规子群的性质刻划有限群的可解性、P闭性、幂零性。

Using the concept , C-normal subgroups and M-normal Subgroups , we get some interesting result about the solvability , P-closed and nilpotent of finite groups .

子群P（G）与群G的p-可解性

Subgroup p ( g ) and p-solv ability of group G

非线性积分方程在权空间（R~n，w（t））的唯一可解性（英）

Unique Solvability of Nonlinear Systems in Space ( R ~ n , w ( t ))

Banach空间的抽象线性脉冲方程的可解性

Solvability of abstract linear impulse equation in Banach space

A和B是k-集压缩映射方程x∈Ax+λBx在锥中的可解性

On the solvability of x ∈ ax + λ bx in cones with a and B k-set-contractive maps

Banach空间非线性脉冲Volterra型积分方程和积分-微分方程的可解性

Solvability of Nonlinear Impulsive Volterra Integral Equations and Integro-Differential Equations in Banach Spaces

q-一致平滑Banach空间上非线性变分包含组的逼近可解性

The Approximate Solvability of A System of Nonlinear Variational Inclusions In q-Uniformly Smooth Banach Spaces

一类二阶线性椭圆型方程组Dirichlet问题按Hausdorff可解性

On the Hausdorff solvability of Dirichlet problem for a class of Second Order Elliptic Systems

LQ逆问题的可解性条件

On the Solvability Conditions of the LQ Inverse Problem

Heisenberg群上一类左不变LPDO的局部基本解及局部可解性

Local Fundamental Solutions of a Class of Left Invariant Differential Operators on the Heisenberg Group

拟微分算子在Sobolev空间中可解性的充要条件

A necessary and sufficient condition for solvability of pseudodifferential operators in Sobolev space

非部分嵌套信息结构的LQG动态队决策问题的可解性（Ⅱ）

The Solvability of Dynamic LQG Team Decision Problems with Nonnested Information Structure ( ⅱ )

Heisenberg群上二阶左不变LPDO的局部可解性&辛变换技巧

Local Solvability of Second Order Left Invariant LPDOs on the Heisenberg Group & Symplectic Transformation Method

一类高阶Sturm-Liouville边值问题的可解性

Solvability of a class of high order Sturm-Liouville boundary value problems

这个问题的可解性的充分必要条件由一组LMI给出。

The necessary and sufficient conditions for the solvability of the problem were given in terms of a set of LMI 's.

在经典边值问题的基础上讨论了带有共轭值的广义Riemann边值逆问题，给出这种问题的提法以及此问题的解法及可解性的条件。

The paper discusses a class of inverse Riemann boundary value problems and obtains solutions and the condition of solutions .

代数数域上多项式的一个性质和Heisenberg群上算子的局部可解性

A Property of Polynomials with Coefficients Being Algebraic Numbers and Its Application to Local Solvability on the Heisenberg Group

基于线性矩阵不等式（LMI）的可解性，经理论证明得出了T-S模糊时滞系统时滞相关稳定性准则。

Based on the feasible solutions to linear matrix inequality ( LMI ), the delay dependent stability criterion was verified and developed theoretically .

高阶p-Laplacian算子多点边值问题在共振条件下的可解性

Existence of Solutions for Some Higher-order Multi-point Boundary Value Problems with p-Laplacian at Resonance

具多偏差变元的p-Laplacian方程周期边值问题的可解性

On solvability of periodic boundary value problems for p-Laplacian Equations with some deviating arguments

其次证明了广义多圆柱区域上正则函数的Dirichlet边值问题的可解性并给出了通解表达式；

Prove the solvability of the Dirichlet boundary value problem for regular quaternion functions in a generalized polycylinder and obtain its expressions of solution ;

Kawahara-BO方程Cauchy问题的局部可解性

Local solvability of Cauchy problem for the Kawahara-BO equation

应用这些结论还给出了rayS~-阵和rayS~-阵的图论特征刻画，及其他若干类特殊的复线性方程组的ray可解性条件。

As applications of these results , we also gave the graph theoretical characterizations of the ray S-matrices and ray S-matrices , and the ray solvable conditions on some other special classes of complex linear systems .

本文讨论了一类高阶B-双曲偏微分方程。提出一类奇性Cauchy问题，证明了局部可解性。

In this paper we discuss a class of higher-order B-hyperbolic equation put forth a type of singular Cauchy problem and prove it to be locally solved .

本文应用Euler变换讨论一类变系数线性偏微分方程的可解性，得到了全局可解性。

In this paper we employ Euler 's Transformation to discuss the solvability for a class of LPDOs with varible coefficients . Global solvability for this kind of LPDOs is obtained .

利用所谓的转化法，建立了Riemann问题的可解性与其相联问题的解之间的关系。

By using the so-called method of conversion , the relation between the solvability of Riemann problem and the solution of its adjoint problem are set up .

n-Lie代数的可解性

The Solvability of n-Lie Algebra

用矩阵不等式给出了模糊反馈增益和模糊观测器增益的存在的充分条件，并将这些条件转化为线性矩阵不等式（LMI）的可解性。

Sufficient conditions for the existence of fuzzy state feedback gain and fuzzy observer gain are derived through the numerical solution of a set of coupled linear matrix inequalities ( LMI ) .

首先从Euler方程出发使用多重尺度方法导得了一系列递推方程，然后利用可解性条件求得了调制方程。

By using the multiple-scale method , one of the perturbation methods , we obtain a series of equations from Euler Equation . Modulation equation is given by using the Fredholm 's theorem on these equations .