市场机制和政府调控下产学研联盟稳定性研究

为了促进产学研联盟的稳定发展,针对我国产学研联盟短期化行为严重问题,基于演化博弈理论从市场机制和政府调控两方面构建企业和学研机构联盟行为选择的决策模型,以及通过复制动态方程对策略选择进行稳定性分析,同时运用Matlab 7.0软件模拟仿真在不同程度的市场机制和政府调控下企业和学研机构在联盟创新中的演化行为。通过市场机制和政府调控两方面的深入剖析,对我国产学研联盟的稳定发展具有重要的理论指导意义。     

Feature Selection using Fuzzy Support Vector Machines

The feature selection consists of obtaining a subset of these features to optimally realize the task without the irrelevant ones. Since it can provide faster and cost-effective learning machines and also improve the prediction performance of the predictors, it is a crucial step in machine learning. The feature selection methods using support machines have obtained satisfactory results, but the noises and outliers often reduce the performance. In this paper, we propose a feature selection approach using fuzzy support vector machines and compare it with the previous work, the results of experiments on the UCI data sets show that feature selection using fuzzy SVM obtains better results than using SVM.     

饮酒驾车模型

据统计,我国每天困饮酒过量而产生的车祸竟达交通事故伤亡总人数的50%-60%,酒后驾车的问题已经引起了社会各界的高度重视.为此本文建立了酒后血液中酒精含量的房室数学模型,从而为司机饮酒驾车提供合理的忠告和建议.     

The number of limit cycles of cubic Hamiltonian system with perturbation

In this paper, by using qualitative analysis, we investigate the number of limit cycles of perturbed cubic Hamiltonian system with perturbation in the form of (2n+2m) or (2n+2m+1)th degree polynomials . We show that the perturbed systems has at most (n+m) limit cycles, and has at most n limit cycles if m=1. If m=1, n=1 and m=1, n=2, the general conditions for the number of existing limit cycles and the stability of the limit cycles will be established, respectively. Such conditions depend on the coefficients of the perturbed terms. In order to illustrate our results, two numerical examples on the location and stability of the limit cycles are given.     

Improved estimation of duality gap in binary quadratic programming using a weighted distance measure

We present in this paper an improved estimation of duality gap between binary quadratic program and its Lagrangian dual. More specifically, we obtain this improved estimation using a weighted distance measure between the binary set and certain affine subspace. We show that the optimal weights can be computed by solving a semidefinite programming problem. We further establish a necessary and sufficient condition under which the weighted distance measure gives a strictly tighter estimation of the duality gap than the existing estimations.     

Explicit symplectic multidimensional exponential fitting modified Runge-Kutta-Nyström methods

This paper is concerned with multidimensional exponential fitting modified Runge-Kutta-Nyström (MEFMRKN) methods for the system of oscillatory second-order differential equations q″(t)+Mq(t)=f(q(t)), where M is a d×d symmetric and positive semi-definite matrix and f(q) is the negative gradient of a potential scalar U(q). We formulate MEFMRKN methods and show clearly the relationship between MEFMRKN methods and multidimensional extended Runge-Kutta-Nyström (ERKN) methods proposed by Wu et al. (Comput. Phys. Comm. 181:1955–1962, 2010). Taking into account the fact that the oscillatory system is a separable Hamiltonian system with Hamiltonian \(H(p,q)=\frac{1}{2}p^{T}p+ \frac{1}{2}q^{T}Mq+U(q)\), we derive the symplecticity conditions for the MEFMRKN methods. Two explicit symplectic MEFMRKN methods are proposed. Numerical experiments accompanied demonstrate that our explicit symplectic MEFMRKN methods are more efficient than some well-known numerical methods appeared in the scientific literature.     

基于形式概念的对象粒的属性逻辑公式描述

基于形式概念在属性集上建立逻辑语言系统,证明基于形式概念的基本对象粒描述定理,讨论合取原子属性逻辑公式所描述对象粒的性质,提出一个求解描述对象粒的属性逻辑公式的算法。     

应用结构异质性阈值模型定位阈值性状基因位点 : 仿真研究(英文)

蒙特卡罗仿真研究表明 :对处理在基因定位阈值性状中出现的超离中趋势现象 (结构异质性 ) ,我们提出的结构异质性模型是一个高效的统计方法 .它表现在高效率的统计检验、准确的参数估计和基因定位等方面 .病态或奇异费歇信息矩阵是在基因连锁定位分析中的一个突出的算法问题 ,仿真数据显示它们的发生率可以达到 2 8% .我们提出的应用奇异根分解方法可以有效地解决这一算法问题 .对比常规阈值模型 ,结构异质性阈值模型有较高的算法稳定性 .     

应用结构异质性阈模型定位阈性状基因位点:I理论研究(英文)

结构异质性是在定位阈性状基因位点过程中普遍存在的一个问题 .例如 ,数量遗传学家通常根据连锁分子标记推断性状位点基因型 ,由于性状位点基因型的不确定性 ,一个亲折方差组分被引入阈模型 .针对这个问题 ,我们提出了一个新颖的统计模型并推广到多阈值性状 .在这篇理论文章中 ,我们给出了详细的理论推导和计算策略     

Rigidity Theorems for Manifolds with Boundary and Nonnegative Ricci Curvature

In this paper, we obtain some rigidity theorems for compact Riemannian manifolds Ω with boundary M and nonnegative Ricci curvature; for instance, we prove that the existence of certain functions on M together with a lower bound c > 0 on the principal curvtures of M imply that Ω is an euclidean ball of radius $ {1\over c} $ .