Behavioral analysis of clinical cases

The behavior-analytic approach to clinical phenomena is presented. An operationalized framework for conducting behavioral analysis with clinical cases is provided. Idiographic analysis and treatment innovation are conceptualized and conducted within the framework of the experimental method. Differences between technological and behavior-analytic approaches are illustrated.     

A short note on the estimation of the asymptotic covariance matrix for polychoric correlations

By using a Taylor expansion of the equations that define the two step estimator for polychoric correlations, the asymptotic covariance matrix for the estimated correlations can be derived in a simple and straightforward way.     

A note on the asymptotic variance-covariance matrix of item parameter estimates in the rasch model

Lord and Wingersky have developed a method for computing the asymptotic variance-covariance matrix of maximum likelihood estimates for item and person parameters under some restrictions on the estimates which are needed in order to fix the latent scale. The method is tedious, but can be simplified for the Rasch model when one is only interested in the item parameters. This is demonstrated here under a suitable restriction on the item parameter estimates.     

MIRT模型中多维能力及其相关矩阵估计的影响因素

多维项目反应理论因其模型本身的天然优势及其兼具因素分析与项目反应理论于一身的优点,而被广大研究者及应用者所重视.本研究在前人研究基础上,重点讨论MIRT多维能力及能力间相关矩阵的参数估计问题.研究采用Monte Carlo模拟方法进行,在三因素完全随机设计（4 ×3×3）下,使用MCMC算法,探讨测验维度数、维度间的相关大小和测验项目数三个因素对MIRT能力及其相关矩阵估计的影响.     

心理理论发展研究的一种新范式——矩阵博弈

心理理论指对他人心理状态的理解,是一种毕生发展的能力。但之前的研究在研究对象和研究内容上存在一些缺陷。本文介绍了一种新范式——矩阵博弈(matrix game),对利用其研究心理理论进行了可行性分析,同时指出了两者相结合的理论基础和实证证据。未来研究可利用矩阵博弈来研究更广年龄范围人群心理理论的发展轨迹,并借助fMRI等技术来测查矩阵博弈中心理理论推理的脑机制。     

The role of subjective theories for leadership evaluation

This study reviews prior construct-related validity research in assessment centres. Special focus is placed on disentangling possible explanations for the construct-related validity findings. The conclusion is that we now have a much better picture of the reasons behind the construct-related validity findings. Careful assessment centre design and high interrater reliability among assessors seem necessary albeit insufficient conditions to establish assessment centre construct-related validity. The nature of candidate performances is another key factor. This study next discusses how these empirical findings have changed how assessment centres are conceptualized (theoretical advancements framed in the application of trait activation theory), analysed (methodological advancements), and designed (practical advancements).     

微流控芯片技术与肿瘤微环境

微流控芯片或芯片实验室或微型全分析系统是在微机械、微电子、生物工程和纳米技术的基础上发展起来的.与传统的实验技术相比,微流控芯片技术以其微型化、集成化、自动化、快速分析、低消耗等优点,不仅在分析化学,物理和化学工程等领域中有出色的应用,近年来在生物工程和再生医学等方面的应用也崭露头角,尤其是微流控技术在肿瘤发生发展的时空微环境研究中发挥出巨大优势.本文就微流控芯片技术在肿瘤微环境中的研究优势进行阐述.     

The Manifest Association Structure of the Single-Factor Model: Insights from Partial Correlations

The association structure between manifest variables arising from the single-factor model is investigated using partial correlations. The additional insights to the practitioner provided by partial correlations for detecting a single-factor model are discussed. The parameter space for the partial correlations is presented, as are the patterns of signs in a matrix containing the partial correlations that are not compatible with a single-factor model.     

Algebraic Semantics for Deductive Systems

The notion of an algebraic semantics of a deductive system was proposed in [3], and a preliminary study was begun. The focus of [3] was the definition and investigation of algebraizable deductive systems, i.e., the deductive systems that possess an equivalent algebraic semantics. The present paper explores the more general property of possessing an algebraic semantics. While a deductive system can have at most one equivalent algebraic semantics, it may have numerous different algebraic semantics. All of these give rise to an algebraic completeness theorem for the deductive system, but their algebraic properties, unlike those of equivalent algebraic semantics, need not reflect the metalogical properties of the deductive system. Many deductive systems that don't have an equivalent algebraic semantics do possess an algebraic semantics; examples of these phenomena are provided. It is shown that all extensions of a deductive system that possesses an algebraic semantics themselves possess an algebraic semantics. Necessary conditions for the existence of an algebraic semantics are given, and an example of a protoalgebraic deductive system that does not have an algebraic semantics is provided. The mono-unary deductive systems possessing an algebraic semantics are characterized. Finally, weak conditions on a deductive system are formulated that guarantee the existence of an algebraic semantics. These conditions are used to show that various classes of non-algebraizable deductive systems of modal logic, relevance logic and linear logic do possess an algebraic semantics.