浅谈大功率电子节能灯的设计与制作

本文简要介绍大功率电子节能灯设计原理及应注意的几个问题。     

Non-existence of a minimizer to the magnetic Hartree-Fock functional

In the presence of an external magnetic field, we prove absence of a ground state within the Hartree-Fock theory of atoms and molecules. The result is established for a wide class of magnetic fields when the number of electrons is greater than or equal to 2Z + K, where Z is the total charge of K nuclei. Positivity properties are instrumental in the proof of this bound for the maximal ionization.      

Existence of weakly efficient solutions in vector optimization

In this paper, we present an existence result for weak efficient solution for the vector optimization problem. The result is stated for invex strongly compactly Lipschitz functions.     

基于生态学视角的科技人才效能发展程度和产出效率研究——来自我国30个省市的数据

基于生态学视角构建了科技人才效能评价指标体系,通过运用生态位模型和Malmquist指数分析了我国30个省市的科技人才效能的发展程度和产出效率,结果表明,第一,我国东部和中西部地区之间的科技人才效能呈现较为明显的区域性差异;第二,技术进步效率对我国30个省市科技人才效能全要素生产率具有较明显的影响,应该引起重视;第三,从分区域全要素生产率指数的变动情况来看,全要素生产率最高的为中部地区,其次为东部地区和东北地区,最低为西部地区.     

一类修正的Halley迭代法的统一收敛性定理

In this paper a class of modified Halley iteration methods for simultaneously finding polynomial zeros is discussed. A unified convergence theorem is proposed and the efficiency analysis is given.     

基于公平与效率的城市应急车辆配置研究

在城市中,消防、医疗、警务等应急车辆的配置是城市管理的一个重要方面.对该问题进行了研究,提出了对其评价的两个标准:公平与效率.作者根据这两个标准建立数学模型,该模型可用于这类车辆的管理.     

在DEA中有关输出与输入的比值的模型的探讨

对以决策单元的输出与输入的比值为目标函数的多目标规划模型,证明了有关它与(弱)DEA有效(C2R)关系的三个定理.     

Constrained Kantorovich inequalities and relative efficiency of least squares

This paper establishes a type of Kantorovich inequality subject to some constraints and obtains some lower bounds for the relative efficiency of the least squares. These lower bounds can be much sharper than that obtained by using the unconstrained Kantorovich inequality. Multivariate extensions of the results are also obtained. Some interesting examples are presented.     

Identification of non-minimum phase transfer function using higher-order spectrum

The present paper treats the identification of parametric nonminimum phase transfer function. We propose a method of identification based on the inner outer factorization of stable transfer function. It consists of identifying the outer and inner parts of a transfer function separately. The outer part is identified by the use of the second-order spectral estimate from the observed linear process, while the inner part is identified by the use of a higher-order cumulant spectral estimate from the observed process. Respective parameter estimators are determined in the light of asymptotic efficiency. In order to estimate the order of the inner part of a transfer function, a criterion is proposed. It is introduced based on the same principle as in the case of Akaike's AIC.