毛泽东：中国国情与马克思主义中国化

在中国共产党80年历程中,正确认识中国国情,是马克思主义中国化的基本前提。以毛泽东为代表的共产党人在中国革命和建设中,勇于实践,科学认知国情,为马克思主义中国化作出了卓越的贡献,为建设有中国特色社会主义提供了宝贵经验。     

欧洲落叶松,美洲落叶松生长与气象因子关系的研究

应用灰色系统理论中的关联分析方法,分析并指出了影响欧洲落叶松（Ｌａｒｉｘ ｄｅｃｉｄｕａ）、美洲落叶松（Ｌａｒｉｘｌａｒｉｃｉｎａ）生长的气象因子大小顺序依次为：４０ｃｍ地温、降水量、相对湿度、最低气温、２０ｃｍ地温、水气压、１５ｃｍ地温、最低地面温度、１０ｃｍ地温、５ｃｍ地温、最高气温、最低本地气压、平均本地气压、平均地面温度、最高本地气压、风速、最高地面温度、蒸发量、平均气温;绘制了欧洲落叶松     

On uniqueness of Kuhn-Tucker multipliers in nonlinear programming

Recently Fujiwara, Han and Mangasarian introduced a new constraint qualification which is a slight tightening of the well-known Mangasarian—Fromovitz constraint qualification. We show that this new qualification is a necessary and sufficient condition for the uniqueness of Kuhn—Tucker multipliers. We also show that it implies the satisfaction of second order necessary optimality conditions at a local minimum.     

Dirichlet and Neumann boundary conditions for the pressure poisson equation of incompressible flow

In a recent paper Gresho and Sani showed that Dirichlet and Neumann boundary conditions for the pressure Poisson equation give the same solution. The purpose of this paper is to confirm this (for one case at least) by numerically solving the pressure equation with Dirichlet and Neumann boundary conditions for the inviscid stagnation point flow problem. The Dirichlet boundary condition is obtained by integrating the tangential component of the momentum equation along the boundary. The Neumann boundary condition is obtained by applying the normal component of the momentum equation at the boundary. In this work solutions for the Neumann problem exist only if a compatibility condition is satisfied. A consistent finite difference procedure which satisfies this condition on non-staggered grids is used for the solution of the pressure equation with Neumann conditions. Two test cases are computed. In the first case the velocity field is given from the analytical solution and the pressure is recovered from the solution of the associated Poisson equation. The computed results are identical for both Dirichlet and Neumann boundary conditions. However, the Dirichlet problem converges faster than the Neumann case. In the second test case the velocity field is computed from the momentum equations, which are solved iteratively with the pressure Poisson equation. In this case the Neumann problem converges faster than the Dirichlet problem.     

武汉市地貌的形成条件与演变过程

本文根据大量地面调查与勘探所得资料,对武汉市地貌的形成条件与演变过程,作了详细的论述。     

乙醇沉淀法回收微量DNA效率的研究

本文研究了浓度、温度、时间和携带DNA等因素对乙醇沉淀法回收微量DNA效率的影响。结果表明:1.回收效率与DNA浓度呈正相关。2.添加携带DNA能提高低浓度DNA的回收效率,浓度越低,增加比例越大.3.超低温(-70℃)、长时间(12h)冷冻处理,对回收效率无明显影响,在室温(+20℃)或低温(-20℃)下放置2～30min同样可获得较高的回收率。     

PYRIDINATION OF POLY（VINYL CHLORIDE） via A HOMOLYTIC PATHWAY

PVC was subjected to a chemical modification aiming at replacing the chlorine atoms by pyridine groups via a homolytic route. Pyridine groups were peculiarly affixed to the PVC matrix via a carbon-carbon bond rather than a carbon-nitrogen one. PVC was first iodinated using the Conant-Finkelstein reaction, followed by the application of the homolytic conditions of Minisci to generate pyridinated PVC with a varying degree of substitution. The extent of substitution was not high; the reaction on 30% iodinated PVC afforded a degree of modification no greater than 3%.     

Problems for Ordinary Differential Equations with Transmission Conditions

We investigate a boundary-functional problem with transmission conditions for ordinary differential-operator equation in Sobolev spaces with a weight. We prove an isomorphism, coerciveness with respect to the spectral parameter, completeness and Abel basis of a system of root functions of the problem. Obtained results in the article are new even in case of Sobolev spaces without the weight.     

高职院校办学影响因素调查分析——《新办高职院校办学模式的选择策略研究》课题调研报告

该文紧扣课题研究方向和思路,围绕影响办学的宏观、微观因素作具体而深入的研究,并提出建议。     

Strict (ε, δ)-Subdifferentials and Extremality Conditions

A new abstract definition of extremality is introduced extending traditional extremality notions in optimization problems. The set of points satisfying the new definition includes points not necessarily optimal in the usual sense but nevertheless having some extremal properties. Necessary and sufficient extremality conditions are derived. Contrary to usual notions of extremality the new one is stable relative to small deformations of the data.