Interval-valued probability density estimation based on quasi-continuous histograms: Proof of the conjecture

The sensitivity of histogram computation to the choice of a reference interval and number of bins can be attenuated by replacing the crisp partition on which the histogram is built by a fuzzy partition. This involves replacing the crisp counting process by a distributed (weighted) voting process. The counterpart to this low sensitivity is some confusion in the count values: a value of 10 in the accumulator associated with a bin can mean 10 observations in the bin or 40 observations near the bin. This confusion can bias the statistical decision process based on such a histogram. In a recent paper, we proposed a method that links the probability measure associated with any subset of the reference interval with the accumulator values of a fuzzy partition-based histogram. The method consists of transferring counts associated with each bin proportionally to its interaction with the considered subset. Two methods have been proposed which are called precise and imprecise pignistic transfer. Imprecise pignistic transfer accounts for the interactivity of two consecutive cells in order to propagate, in the estimated probability measure, counting confusion due to fuzzy granulation. Imprecise pignistic transfer has been conjectured to include precise pignistic transfer. The present article proposes a proof of this conjecture.     

GENERALIZED WEIGHT

In this paper the generalized weight is introduced, and its behaviour is discussed.     

C4- and D4-Modules via perspective direct summands

In this article, we study the C4- and D4-modules in terms of perspective direct summands, providing new characterizations and results. Endomorphism rings of C4-modules and extensions of right C4-rings are also investigated. Decompositions of C4-modules with restricted ACC on direct summands and D4-modules with restricted DCC on direct summands are obtained.     

准连续调制激光吸收谱测量封闭室内O2浓度的研究

在开采煤矿的生产活动中,遇到煤矿爆炸或地震、地质等自然灾害,会导致坍塌、掩埋、堆积等情形,进而形成复杂的封闭环境。如果发生人员被困等突发情况,破灾救援、挽救生命工作显得至关重要。封闭环境中O₂的浓度随时间的变化直接威胁到被困人员的生命安全,及时掌握被困人员所处环境的O₂浓度变化对破灾救援机器人作业实施有着非常重要的指导意义。为准确测量O₂的浓度,以封闭室内O₂为研究对象,综合应用可调谐二极管激光吸收光谱(TDLAS)技术和波长调制光谱(WMS)技术,设计了一套准连续调制激光吸收谱实验测量O₂浓度系统,对24 h封闭室内O₂的浓度随时间变化情况进行测量研究。实验结果表明,封闭室内O₂的浓度受到室内人员活动的影响,准连续调制激光吸收谱测量方法可以准确测量封闭室内的氧气变化。     

复广义权与拟连续性

本文引入复广义权的外权的概念，讨论了某些与复广义权相关的函数的拟连续性。     

准连续激光调制吸收光谱的解调方法研究

针对准连续激光调制吸收光谱谐波信号的解调,设计了一种专用的准连续软件锁相放大器,对采集的数据做有效性判断、 无效数据滤除、 数字相敏检测、 数字滤波等处理,实现了准连续激光调制吸收光谱的谐波信号解调。 构建气体检测实验系统,对准连续软件锁相放大器和商品化的高性能锁相放大器进行了对比实验,结果表明,使用准连续软件锁相放大器的Allan方差比后者小1个数量级、 检测限低2倍。 并能够解决小占空比时的信号失锁问题,具有小的信号波形失真。     

L-拓扑空间中的PS*-紧性

在L-拓扑空间中基于S*-紧性,并借助于拟开L-集合引入了PS*-紧性概念并研究了它的一系列性质,证明了PS*-紧性是L-好的推广.     

一般状态空间上m—tight过程的首触时容度的表示及应用

该文证明了一般状态空间上由m-tight过程的首触时导出的容度可直接地由相应集合的首触时通过积分表示出来，利用这一结果，我们证明了函数是拟连续的几个等价命题．     

LD泵浦355nm准连续紫外激光器

报道了一台LD侧面泵浦Nd:YAG晶体的内腔三次谐波转换的全固态准连续紫外激光器。在谐振腔内,1064nm的基频波通过对Ⅱ类相位匹配KTP晶体进行二倍频来产生532nm波长激光,二者再通过对Ⅱ类相位匹配LBO晶体进行和频来获得355nm紫外激光输出。355nm全固态紫外激光器在声光调Q重复频率为2.8kHz下,当输入电流为18A时可得到503mW的激光输出。     

复广义权

本文引入复广义权的概念，讨论了具有右连续性或可数次可加性的复广义权的某些性质。