Salt and Pepper Noise Removal Based on Minimization of a Functional with a Weighted Parameter Properties of Boundary Blow-up Solutions to Elliptic Systems of Competitive Type with Singular Weights 基于带权重参数泛函极小化的椒盐噪声图像去噪方法带奇异权函数的竞争型边界爆破椭圆方程组解的性质
In the present paper, on the basis of functional analytic methods, we first analyse the boundary value problems ( BVP) of linear singular systems ( LSS), several properties of LSS given. 本文研究一类广泛的高阶非线性波动方程组初边值问题的有限差分格式,用离散泛函分析方法和先验估计的技巧得到了有限差分格式的收敛性。
Uniqueness of radial minimizer ofp-Ginzburg-Landau functional with nonvanishing dirichlet boundary condition 具非零边界条件的p-Ginzburg-Landau泛函径向极小元的惟一性
Oscillation of systems of even order quasilinear partial functional differential equations about boundary value problems 偶数阶拟线性偏泛函微分方程系统有关边值问题的振动性
Functional test, structure test and boundary test can be carried out easily in digital simulation test environment with high efficiency, also the automatic degree of the test is increased. 利用全数字仿真测试环境能够进行软件功能测试、结构测试、边界值测试,具有较高的测试效率,提高了测试的自动化程度。
Fractures are analysed with the variational problem of energy functional and the boundary variational theorem of an arbitrary element for nonlinear solids is established, i.e.the equilibrium condition on the dynamics for the crack extension. 用能量泛函变分理论分析了断裂问题,建立了非线性固体任意元素的边界变分定理,即裂纹扩展时,处于动力平衡状态的条件。
The problem of the lee slope stability of dune is equivalent to the extremal problem of a functional of two-variant function with a variable boundary in this paper. 将沙丘背风坡的稳定性问题等价于一个双参变量函数的待定边界的泛函极值问题。
Functional Method for the Boundary Value Problems of Electrostatic Fields 静电场边值问题的泛函方法
Radial minimizer of Ginzburg-Landau functional with non-s~ 1 Dirichlet boundary value 具非S~1值边界条件的Ginzburg-Landau泛函的径向极小元
In this paper, a class of hyperbolic partial functional differential equations boundary value problem are concerned, and sufficient condition for the oscillatory criteria of solution of equation ( E) with two kinds of boundary conditions are given. 讨论了一类双曲偏泛函微分方程边值问题,给出了在两类边值条件下解振动的充分条件。
In this paper, we show that the method of monotone iterative technique is valid to obtain two monotone sequences converges uniformly to extremal solutions of second order functional differential equation and Laplace equation with Neumann boundary value conditions. 本论文主要利用上下解和单调迭代法,研究了下面的带有Neumann边界条件的二阶泛函微分方程和φ-Laplace方程在上下解反序条件下,解的存在性条件。
Steady Thermal Stress of Functional Gradient Material Plate Under Different Mechanical Boundary 不同力学边界下梯度功能材料板稳态热应力
A Functional Test Arithmetic for the Microprocessor that Based on Boundary Scan 基于边界扫描的微处理器功能测试算法
Combining boundary scan with functional test, expanded application of boundary scan and larger testing coverage may be realized. 边界扫描技术与功能测试的结合,可以扩展边界扫描技术的应用范围,实现了更高的测试覆盖率。
In this paper the author discusses the uniform convergent series solutions to a class of the functional equations, and uses the result to solve the boundary value problem of linear equations of the third order. 本文讨论了一类函数方程的一致收敛的级数解,并将结果用于术解三阶线性双曲型方程的边值问题。
Properties of steady-state positive solutions for a class of predator-prey system was investigated in this paper. The reaction-diffusion equations have modified Leslie-Gower and Holling-Type ⅱ functional response under the third boundary conditions. 讨论了一类改进的Leslie-Gower和Holling-TypeⅡ型捕食-食饵模型平衡态方程正解的性质(边界条件为第三边值条件)。
The approach of normal component of the electrical field on the periodic notched structure being expanded into the Fourier integral has been used and the functional equations are set up according to the boundary condition. 本文采用的数学方法是将周期开槽结构表面上电场法向分量展成Fourier积分,根据边界条件建立函数方程。
The authors discussed the oscillation criteria for impulsive hyperbolic functional differential equations with two different boundary conditions. 讨论了一类脉冲双曲泛函微分方程在两种不同边界条件下的振动准则,得到了解振动的几个充分条件。
This paper proves theoretically that the FA solution in the center point of the FA element is stable to the functional value of the boundary node point and to the change of the boundary function. 从理论上证明了节点函数值的微小变化以及边界函数值的选取对中心节点处解的影响是稳定的。
It is a difficult work using the analytical functional theory of boundary value problems to study JSQ-PS model. 用解析函数边值问题理论来分析和研究JSQ-PS模型是一个较难课题,此课题的研究文献中尚无报导。
The author discusses the uniqueness and the asymptotics of the radial minimizer of the Ginzburg-Landau functional with non-S 1 Dirichlet boundary data. 作者研究了具非S1值边界条件的Ginzburg-Landau泛函的径向极小元的唯&性,收敛性。
A Multiple Integral Reducible to the Difinite Integral Variations of Functional Problems with Moving Boundary in Multiple Integral Form and Their Consequences 重积分形式泛函的可动边界问题的变分与推论
The local government in Zhejiang province defines the functional boundary scientifically, respects and exerts the pioneering spirit and the desire to be rich of the micro-economic entities, and creates a positive and interactive relationship with the market. 尤其是,浙江地方政府在区域经济发展过程中科学地界定职能边界,尊重和发挥微观经济主体的首创精神和致富欲望,与市场形成良性互动关系等精华部分是非常具有借鉴意义的。
Automatically classified as functional area can not guarantee the integrity of the boundary cases, so the study through the manual processing, making the final result more in line with the actual situation. 由于自动划分的功能区无法保证宗地边界的完整性,因此需要进行人工处理,使得最终的结果更符合实际情况。
In addition, in the field of chemistry 、 biology 、 meteorology 、 medical science and economic, the existence of positive periodic solutions for neutral functional differential equation and periodic boundary value problems of differential equations also have widely applications. 另外,中立型泛函微分方程的正周期解的存在性和微分方程的周期边值问题在化学、生物学、气象学、医学以及经济学领域中也有着广泛的应用。
Under the guidance of navigator intraoperative localization of tumor, motor area and pyramidal tract, combined with intraoperative electrophysiology real-time location of brain functional boundary around the tumor, to remove the tumor under the microscope guided by navigator. 术中在导航引导下定位肿瘤、运动区及锥体束,结合术中电生理实时定位肿瘤周围脑功能边界,在显微镜内导航引导下切除肿瘤。
The p-elastica, the critical point for the total polynomial curvature functional on those curves with a fixed length satisfying given boundary conditions, is discussed. 主要研究了在具有固定长度、且满足给定边界条件的曲线上定义的总多项式曲率泛函的临界点,即所谓p-弹性曲线。
A signature is a 1-D functional representation of a boundary and may be generated in various ways. 签名是用一个一维函数表达边界的方法。
Expression of deflection curve of substructure subjected to linear lateral load is obtained as well as the functional and variation calculus and natural boundary conditions are considered. 运用泛函变分方法及结构自然边界条件,求得子结构任意线性水平荷载下的侧移曲线一般表达式。
In the requirements analysis stage, the full understanding of the functional requirements of business users to determine the system boundary, and construct the system use case model. 在需求分析阶段,充分理解企业用户的功能需求,确定了系统边界,并构建系统的用例模型。