镧、钆、镱三种稀土离子诱导背根神经元凋亡及膜上钾电流的比较研究

运用流式细胞仪和膜片钳技术研究La3+,Gd3+,Yb3+三种稀土离子诱导大鼠背根神经元DRG凋亡以及膜上钾离子通道的影响。结果表明:10,100,1000μmol.L-1LaCl3和GdCl3处理DRG神经元96 h,细胞不出现凋亡;YbCl3处理96 h,细胞的凋亡率明显递增。胞外La3+,Gd3+,Yb3+抑制瞬间外向钾电流IA,使IA的激活和失活过程都显著右移,抑制和右移的程度La3+最弱,Gd3+次之,Yb3+最强;胞内的La3+,Gd3+,Yb3+抑制延迟整流钾电流IK,抑制的程度也呈增长趋势。稀土离子在胞内外的结合位点不同;Yb3+较La3+和Gd3+的神经毒性强。     

Finite Groups with a Pre-Fixed-Point-Free Power Automorphism

A power automorphism θ of a group G is said to be pre-fixed-point-free if C_G(θ) is an elementary abelian 2-group. G is called an E-group if G has a pre-fixed-point-free power automorphism. In this paper, finite E-groups, together with all their pre-fixed-point-free power automorphisms, are completely determined. Moreover, a characteristic of finite abelian groups is given, which explains some known facts concerning power automorphisms.     

应急物流网络优化决策模型研究

应急物流环境的动态性与复杂性决定了应急物流网络应具有高度敏捷性与柔性.将应急物流系统的运行划分为四个不同阶段,分析了不同阶段应急物流所追求的目标重要性的变化趋势,引入罚函数系数来均衡不同阶段应急物流的时效性、经济性、风险性三个目标,将多目标优化问题转化为单目标优化,以网络总成本最小为优化目标,建立网络优化决策模型,为应急物流网络优化提供辅助决策方案.     

Existence of almost periodic solutions for neutral delay difference systems

In this paper, the existence of almost periodic solutions is studied via the Lyapunov function. Razumikhin type theorems are established on the existence, uniqueness and uniformly asymptotic stability of almost periodic solutions. Two examples are given to explain our results.      

高效液相色谱法测定芴衍生物2-溴芴酮含量的研究

建立了采用高效液相色谱测定2-溴芴酮含量的方法.采用大连Elite Hypersil ODS2 C18色谱柱(4.6×250mm),流动相为V(甲醇):V(水)=85:15,流速为1.0mL/min,检测波长为254nm,柱温为40℃.2-溴芴酮在1.0-10.0mg/L范围内线性关系良好,r=0.9992,加样平均回收率为99.22%,RSD小于1%.方法简单快速、准确可靠,为工业生产2-溴芴酮提供了分析方法.     

基于多特征差异检测与联合控制映射的红外图像选择加密算法

为了实现对红外图像的选择性加密,提出了基于多特征差异检测与联合控制映射的红外图像选择算法。引入分段正弦变换,将输出图像分割为3个不同的区域,对每个区域完成不同的拉伸变换,完成初始红外图像的增强,凸显真实红外目标;再利用增强图像中目标与背景的灰度差异,从而设计目标决策因子,并分割Top-Hat变换的结构元素,构建红外背景抑制机制,过滤杂波与噪声;利用灰度水平、对比度与相似度,建立多特征差异检测模型,提取包含真实目标与可疑目标的感兴趣区域;以Logistic映射为控制条件,综合Tent映射与Chebyshev映射,设计联合控制混沌映射,利用其输出的混合随机序列对感兴趣区域进行置乱;引入引力模型,对混淆的感兴趣区域内的像素进行扩散,完成红外目标选择加密。实验结果显示:与已有的图像局部加密机制相比,该文算法输出密文信息熵值达到了7.982 6,能够更好地用于红外图像局部选择性加密。     

Modelling and computing the peaks of carbon emission with balanced growth

In this paper, we assume that under the balanced and optimal economic growth path, the economic growth rate is equal to the consumption growth rate, from which we can obtain the ordinary differential equation governing the consumption level by solving an optimal control problem. Then, a novel numerical method, namely a so-called discontinuous Galerkin method, is applied to solve the ordinary differential equation. The error estimation and the superconvergence estimation of this method are also performed. The model’s mechanism, which makes our assumption coherent, is that once the energy intensity is given, the economic growth is determined, followed by the GDP, the energy demand and the emissions. By applying this model to China, we obtain the conclusion that under the balanced and optimal economic growth path the CO₂ emission will reach its peak in 2030 in China, which is consistent with the U.S.-China Joint Announcement on Climate Change and with other previous scientific results.     

基于Copula-TGARCH模型的股指期货最佳套期保值比研究

本文基于一种新的Copula-TGARCH模型估计股指期货的最佳套期保值比,根据现货和期货收益率序列不同的尾部相依性,用不同的Copula函数形式(Gumbel,Clayton,Gaussian)拟合两者的相关性,并与其它的动态套期保值模型(ECM-CCC-GARCH和ECM-DVEC-GARCH)比较其套期保值的有效性。通过对香港恒生指数现货和期货的实证分析发现:无论样本期内、外,Copula-TGARCH模型的套期保值效果均优于其它模型,而基于非对称Gumbel Copula的套期保值比最佳。     

New fixed point theorems and applications of mixed monotone operator

In this paper, we study the uniqueness and existence of fixed point of mixed monotone operators in the partially ordered Banach space. The results extend and improve recent related results.