Fecundity of the blood-feeding insectRhodnius prolixus increases in successive periods of egg production

The fecundity of the blood-feeding insect,Rhodnius prolixus, was observed to increase in successive periods of egg production, each period being triggered by a single large blood meal. As previously published, the fecundity of mated animals was significantly higher than that of unmated animals for the first period of egg production. For a second period of egg production, fecundity increased significantly in both mated and unmated animals. By the fourth period, fecundity had returned to first-feed values for mated animals, but remained high for unmated animals, and the fecundity of mated and unmated animals was not significantly different. Thus, during successive periods of egg production, the processes which maintain fecundity of unmated animals below that of mated animals are overcome.     

具有势函数的高阶非线性Schr dinger方程的解

研究了一个带有与时间t有关的势函数的高阶Schrd dinger方程初值问题的解的存在性,唯一性与正则性,给出了能使方程有古典解的势函数的充分条件。在第一种假设下用压缩不动点原理给出了解的局部存在性, 再利用能量守恒律得到了解的整体存在性。在第二种假设下用磨光函数得到了解的存在性。     

非线性3点边值问题的正解

考虑了非线性3点边值问题{u″(t) a(t)u′(t) b(t)u(t) h(t)f(u)=0，tε(0,1) u(0)=0,u(1)=au(η)正解的存在性，推广了文献[8]中的主要结果．     

数学分析课程的研究式教学

提出在数学分析课程教学中要注重开展研究式教学,阐述了更新教学观念,转换教师角色,开放教学内容,激发学生的学习兴趣,改革教学方法和教学手段,提高学生学习质量,注重习题课和课后答疑辅导等研究式教学的实施措施,并以积分第一中值定理教学为例进行了说明.教学实践表明,开展研究式教学有利于激发学生学习积极性和提高教学质量,对于培养高素质研究型创新人才具有重要的意义.     

基于MVC嵌入的约束纹理映射

针对约束纹理映射中三角网格极易发生形变的问题,本文提出一种基于均值坐标(Mean value coordinates)嵌入的约束纹理映射.使用基于局部/整体思想的ARAP(As-Rigid-As-Possible)算法参数化三维人脸网格,实验数据表明,参数化后的三维人脸网格三角形角度变形和面积变形均为最小.在网格嵌入中,采用均值坐标(Mean value coordinates)嵌入,得到的模型更加平滑.本文对多幅人脸图像进行纹理映射,结果表明该方法能够取得良好的实验效果.     

运用ARIMA模型对我国三大产业增加值变动规律进行分析

通过运用ARIMA模型对我国改革开放以来三大产业的增加值变动规律进行分析,旨在探究我国产业结构发展变化的状况是否与世界各国的一般规律相符;此外,通过建立ARIMA模型,探知三大产业增加值的变动是否与其自身有关。     

论“学衡派”保守的现代性诉求

"学衡派"作为文化保守主义的一个代表,它具有独特的现代性特征。由于历史语境的误置、评价标准的错位和二元对立的思维模式,使学衡派所体现的现代性特征长期与封建复古主义等联系在一起。     

缙云县古官道民居的文化价值研究

缙云县古官道沿线地区至今保留了一些近乎原生态的传统民居,该地区蕴涵着丰富的风土人情和民俗文化,而且反映出人们对于自然环境及建筑环境的整体性思索。文章对缙云古官道沿线地区民居的人文价值进行了分析,并对如何保护和开发这一民居人文资源提出了有益的思考和建议。     

Data fusion based on fuzzy measures

Choquet integral based on fuzzy measure is a very popular data fusion approach.A major problem in applying the Cho- quet integral is how to determine a large number of fuzzy measures as the number of attributes increases.Theλ-fuzzy measure proposed by Sngeno is a powerful method to resolve this problem.However,the modeling ability of theλ-fuzzy measure is too limited to satisfy actual requirements.In this paper,an extendedλ-fuzzy measure is proposed using Shapley value index,and the limitation of theλ-fuzzy measure is significantly overcome under little additional computational loads.The extended fuzzy measure has stronger modeling power than theλ- fuzzy measure,straightforwardly representing interaction among attributes.We apply the extended fuzzy measure to an artificial data set and a real dataset in an iron-steel plant.The results verify the usefulness of the extended fuzzy measure compared with other main existing methods.     

基于数学形态学多级平均的图像边缘检测

提出了一种基于多级平均的数学形态学图像边缘检测方法，分析了图像边缘提取的特点．与其它形态学边缘检测方法进行了比较知，该方法在保持良好边缘的同时，提高了抗噪能力．