Target Situation Analysis and Present Situation Analysis in Planning an Oral Presentation Course

Needs analysis is an essential step in planning an oral presentation course in an ESP context.This paper illustrates two important areas in the relevant needs analysis: target situation analysis and present situation analysis.     

耗散KDV型方程的渐近吸引子

摘 要:本文考虑了耗散KDV型方程 的渐近吸引子,即构造了一个有限维解序列.首先利用数学归纳法证明了该解序列不会远离方程的整体吸引子；其次，证明了它在长时间后无限趋于方程的整体吸引子, 并且给出了渐近吸引子的维数估计.     

区域经济增长与创新和创业精神关系的研究——以河南省为例

以企业家精神代表创新和创业精神,用1996—2008年的统计数据实证分析了河南省和全国企业家的创新、创业精神与经济增长之间的关系,以及两者的动态趋势,得出创新、创业精神与区域经济增长之间存在很强的正相关关系,河南企业家的创新、创业精神与全国其他省分的企业家表现基本相同.在研究结论的基础上,为河南发展企业家精神提供了几条建议.     

一类时滞差分方程的渐进性

本文研究一类非线性中立型时滞差分方程的非振动解的渐进性,改进了相关的结果.     

“坡芽歌书”的审美心理特点

从审美人类学的视野来探索＂坡芽歌书＂,它保留了原始文字的象形因素,使其具备了一定的审美特色,对于我们进一步研究少数民族审美心理的发生、形成、发展等问题有特殊的研究价值。     

Existence and Continuous Dependence of Mild Solutions for Some Fractional Neutral Differential Equations with Nonlocal Initial Conditions

The existence,uniqueness,and continuous dependence to the mild solutions of the nonlocal Cauchy problem were proved for a class of semilinear fractional neutral differential equations. The results are ...     

电化学合成氧化锌纳米线阵列并用于血红蛋白生物传感器的制备

以醋酸锌和醋酸钠为原料,采用控制电量法电化学合成氧化锌纳米线阵列.然后将血红蛋白固定在聚电解质修饰的氧化锌复合膜上,构建了高灵敏度的过氧化氢传感器.实验结果表明：固定在氧化锌纳米线上的血红蛋白呈现出一对较好的近乎可逆的氧化还原峰,较快的电子传递速率,并且对过氧化氢有良好的催化作用.因此,氧化锌纳米线阵列为酶的固定和直接...     

Optimal dividend strategies in a double compound poisson risk process

In this paper, we consider a double compound Poisson risk model involving two independent classes ofinsurance risks with a threshold dividend strategy. We derived the integro-differential equations (IDE) with certain boundary conditions for the present value of dividends until ruin. When the claims from both classes are exponentially distributed, we show that the threshold dividend strategy is an optimal dividend strategy.     

种群细胞增生中迁移方程的研究进展

介绍了近年来国际上种群细胞增生中的迁移方程的研究进展,主要阐述了这类迁移方程解的构造性理论及应用等研究成果。     

On the Equivalent Keys in Multivariate Cryptosystems

The number of equivalent keys in multivariate cryptosystem is closely related to the scheme security. This study analyzes the structure of the private key space in some multivariate schemes.The result gives the lower bounds on the number of equivalent keys of some variants of the hidden field equation (HFE) scheme including plus, minus-plus, embedding, and internal perturbation. This method estimates the number of invertible transformations which maintain the form of the central map invariant. Furthermore,a formal proof shows that the two modifications of fixing and embedding are equivalent in security analyses of multivariate schemes. Also this paper corrects previous proofs in Wolf’s work on the number of equivalent keys in HFEv,the unbalanced oil and vinegar (UOV) scheme, and the stepwise triangular systems (STS).