悬垂话题句的线性化研究

根据关系化测试法，悬垂话题句可以分为移位生成和基础生成两大类型。话题移位的激发机制来源于移位成分不可解释的[-Topic]特征；线性化理论决定拼读时复制成分的删除模式。移位生成的话题句中，只有删除除了句首所有的话题复本才是最优的选择；基础生成的话题句在循环线性化的理论下可以直接生成。     

On inference for Kendall's τ within a longitudinal data setting

Kendall's τ is a non-parametric measure of correlation based on ranks and is used in a wide range of research disciplines. Although methods are available for making inference about Kendall's τ, none has been extended to modeling multiple Kendall's τs arising in longitudinal data analysis. Compounding this problem is the pervasive issue of missing data in such study designs. In this article, we develop a novel approach to provide inference about Kendall's τ within a longitudinal study setting under both complete and missing data. The proposed approach is illustrated with simulated data and applied to an HIV prevention study.     

Uniform Convergence of Compactly Supported Wavelet Expansions of Gaussian Random Processes

New results on uniform convergence in probability for expansions of Gaussian random processes using compactly supported wavelets are given. The main result is valid for general classes of non stationary processes. An application of the obtained results to stationary processes is also presented. It is shown that the convergence rate of the expansions is exponential.     

On the Distributions of Certain Spacings

A characterization of the uniform distribution based on distributions of spacings is presented which extends the existing result in this direction. Also, a result on the distribution of spacings for distributions close to the uniform one is discussed.     

Mean estimation with data missing at random for functional covariables

In a missing-data setting, we want to estimate the mean of a scalar outcome, based on a sample in which an explanatory variable is observed for every subject while responses are missing by happenstance for some of them. We consider two kinds of estimates of the mean response when the explanatory variable is functional. One is based on the average of the predicted values and the second one is a functional adaptation of the Horvitz–Thompson estimator. We show that the infinite dimensionality of the problem does not affect the rates of convergence by stating that the estimates are root-n consistent, under missing at random (MAR) assumption. These asymptotic features are completed by simulated experiments illustrating the easiness of implementation and the good behaviour on finite sample sizes of the method. This is the first paper emphasizing that the insensitiveness of averaged estimates, well known in multivariate non-parametric statistics, remains true for an infinite-dimensional covariable. In this sense, this work opens the way for various other results of this kind in functional data analysis.     

Sanyog: A Speech Enabled Communication System for the Speech Impaired and People with Multiple Disorders

SUMMARY

The paper presents a multilingual communication tool that has been designed for helping in the communication needs of people with severe speech and multiple disorders. The system accepts icons, selected through special access switches, as input and can form natural language sentences, which can be spoken out using in-built text-to-speech synthesizer. The system has been deployed and is being field tested at the schools for the children with cerebral palsy in India.     

Kiefer–Wolfowitz algorithm under quasi-associated random errors

In this article, we study the algorithm of Kiefer–Wolfowitz underquasi-associated random errors. We establish the complete convergence and obtain an exponential bound. Additionally, we build a confidence interval for the minimum. Numerical examples are sketched out to confirm the theoretical results and show the accuracy of the algorithm.     

广州番禺垃圾焚烧发电厂冲突事件分析

发生在2009年的广州番禺垃圾焚烧发电厂公共决策事件,就系统工程冲突分析的视角而言,存在着八种可行结局,局中人广州番禺区政府和当地居民有着不同的偏好向量。从冲突中的稳定性分析可以得出两个整体稳定性结局,一个合作解和一个非合作解,而合作解的实现需要政府认真切实地对待才能实现。