与混合变分不等式有关的不动点映射和正规映射的单调性

在某种条件下,证明了与混合变分不等式有关的不动点映射和正规映射的单调性及强单调性,也证明了带有扰动的不动点映射和正规映射的强单调性,所得结论推广了已有的一些结果.     

关于一对集值映象和两对单值映象的公共不动点定理(英文)

该文的主要目的是,对于一类严格压缩条件,在不具有紧性和不使用连续性的条件下,建立了一对集值映象和两对单值映象的公共不动点定理.定理推广和改进了一些现有文献的相应结果.     

开源主题图Ontopia引擎工作机制研究

在概要分析OKS知识组件和Ontopia主题图引擎体系结构的基础上,深入分析了引擎API的主要开发包、核心接口之间的构成关系以及实现形式。针对Ontopia引擎接口对主题图创建、存储、数据交换和应用功能开发等方面的支持,并结合具体代码实现方法对引擎工作原理进行了全面分析。     

闭映射和稳定集拓扑

首次引入稳定集拓扑空间的概念,研究了稳定集拓扑空间并得到了稳定集拓扑空间的一些命题.然后利用这些命题,得到了闭映射的一个新的特征.利用稳定集拓扑空间的技巧,证明了关于子量量空间完全像的一个定理.     

Mobius变换与六点交比

交比是研究Mobius变换几何特性的重要工具。在本文中,我们将交比的定义从原来的四个点推广至六个点,并讨论了Mobius变换与六点交比的关系。     

关于拓扑链遍历映射

证明了拓扑链遍历映射的拓扑共轭不变性;研究了fk与f1×f2×…×fn的拓扑链遍历性,并给出了f的拓扑链遍历性与fk的拓扑链遍历性等价的条件,以及fi,i=1,2,…,n的拓扑链遍历性与f1×f2×…×fn的拓扑链遍历性等价的条件;给出了系统(X,f)拓扑链遍历与其提升系统(X珘,珓f)的拓扑链遍历的相互蕴涵性。     

具有限时滞的混合型脉冲泛函微分包含

利用集值映射的不动点定理得到具有限时滞的混合型脉冲泛函微分包含温和解的存在性结果,改进和推广了已有的一些结果.     

Differential Coherent Algorithm Based on Fast Navigation-Bit Correction for Airborne GNSS-R Software Receivers

Signals from the Global Navigation Satellite System (GNSS) scatter over the sea surface resulting in relatively low Signal-to-Noise Ratios (SNR). A differential coherent algorithm is given here to improve the SNR and reduce the performance degradation due to the Squaring-Loss and the navigation-bit effect. The algorithm uses fast navigation-bit correction for Delay-Doppler Maps (DDM) in airborne Global Navigation Satellite Signal Reflectometry (GNSS-R) software receivers. The system model is introduced with an analysis of the statistical properties with simulations to support the theoretical analysis. Field experiments with real airborne receivers then demonstrate the effectiveness of this algorithm. Comparisons with test results show that this algorithm offers a significant SNR gain over conventional algorithms.     

Construction of AFLP-based genetic linkage maps for the Chinese shrimp Fenneropaeneus chinensis

Fenneropaeneus chinensis is an important species in marine fishery resources and aquaculture in China. A genetic linkage map is essential for improving the efficiency of its breeding by marker-assisted selection and identifying commercially important genes. Linkage maps of F. chinensis were constructed with an F2 mapping population （110 progenies） using amplified fragment length polymorphic （AFLP） marker in this study. Fifty-five AFLP primer combinations produced 532 AFLP markers fitting for map strategy in mapping family. The markers with 3：1 segregating ratios were analyzed using F2 intercross model for the common linkage map, while the markers with 1：1 ratio were analyzed using the pseudo-testcross strategy. The maps of male, female and common were constructed. The female map included 103 markers that formed 28 linkage groups, covering a total length of 1090 cM. All markers were linked with the linkage groups. Segregation distortion was observed for 6 of 103 markers in the female map. The average distance between markers was 14.53 cM and ranged from 4.4 to 24.8 cM. The male map included 144 markers that formed 35 linkage groups. Ten markers remained unlinked in male map. Segregation distortion was observed for 7 of 144 markers in the male map. The total distance of male map covered 1617 cM. The average distance between markers was 16.36 cM. The male map was 32.6% longer than the female map, which may reflect sex-specific recombination rates in Chinese shrimp. The common map was composed of 216 markers, including in 44 linkage groups covering a total distance of 1772.1 cM. Two markers remained unlinked. No distorted markers of 216 markers were shown in the common map. The distance between markers was 10.42 cM. An average estimated genome size for the Chinese shrimp was 2420 cM, which was consistent with the relative size of the Penaeid genome. The distribution of AFLP markers was relatively even in chromosomes of Chinese shrimp maps. The linkage analysis presented in this work provided some insight     

单调地次连续半紧1—集压缩映象的耦合不动点定理

在半序Ｂａｎａｃｈ空间获得了单调地次连续半紧１集压缩映象的耦合不动点定理．定理设（Ｘ，Ｐ）的半序区间［ｕ０，ｖ０］非空，Ａ：［ｕ０，ｖ０］×［ｕ０，ｖ０］→（Ｘ，Ｐ）是混合单调半紧１集压缩算子，且满足ｉ）Ａ［ｕ０，ｖ０］×［ｕ０，ｖ０］有界；ｉ）ｕ０≤Ａ（ｕ０，ｖ０），Ａ（ｖ０，ｕ０）≤ｖ０；ｉｉ）Ａ在ｘ和在ｙ单调地次连续．则Ａ有极大极小耦合不动点（ｘ，ｙ）∈［ｕ０，ｖ０］×［ｕ０，ｖ０］，且ｘ＝ｌｉｍｎ→∞ｌｉｍｍ→∞ｕ（ｍ）ｎｙ＝ｌｉｍｎ→∞ｌｉｍｍ→∞ｖ（ｍ）ｎ