儿童青少年自尊发展理论建构与实证研究

自尊是包含能力和价值的重要心理资源,是个体心理健康的核心。多年来,我们围绕自尊开展了一系列理论建构及其相关的实证研究。其中,理论建构包括对自尊内涵和本质的探寻、"倒立的金字塔"自尊结构模型的建构。同时,运用多种方法对个体自尊的发展进行了实证研究,包括婴幼儿早期自尊的观察研究、小学生自尊发展与学校适应的关系研究、青少年自尊发展特点横向和纵向比较、特殊群体自尊与心理健康的关系研究。最后,运用实验方法分析了诱发失败情境下自尊对不良情绪的缓冲作用,不同自尊类型被试的记忆偏向和情感反应。这些研究为丰富国内自尊领域的研究成果做出了贡献。     

想象未来的认知加工成分及其脑网络

合理预期和想象未来事件或场景, 有利于个体做出适应性反应, 促进生存与发展。近年来, 研究者对想象未来的认知加工成分和神经机制进行了深入探讨, 提出了想象未来的相关概念和理论。我们首先概述了想象未来实验常用的思维采样范式和词语-线索范式, 接着介绍了想象未来的自我参照加工、心理场景构建等认知加工成分。此外, 特别介绍了想象未来的默认网络模型以及与之相关的其他大尺度脑网络, 并进一步提出了想象未来的脑网络研究框架。未来的研究可从想象未来的动态脑网络、复杂脑网络以及与疾病的关系等角度入手, 深入探究想象未来的神经机制。     

老化对睡眠依赖性记忆巩固的影响

随着老化的发生和发展, 老年人的睡眠和记忆问题变得越来越突出。研究显示老年人针对程序性记忆的睡眠依赖性巩固能力受损, 而针对陈述性记忆的睡眠依赖性巩固研究结果尚存分歧。此外, 患有神经退行性疾病的老年人在正常老化的基础上伴有情景记忆睡眠依赖性巩固能力受损。未来研究应考虑同步采集脑电和脑成像数据, 探索增龄通过睡眠影响记忆的神经通路, 尝试搭建老化、睡眠以及记忆三因素的交互模型, 并从睡眠对记忆巩固影响的角度提出针对老年人记忆问题的干预措施。     

数学应用题心理表征的研究现状与动态

心理表征是问题解决的关键,该文阐述了在数学应用题中心理表征的理论,探讨了心理表征的内部影响因素,最后总结了目前在应用题心理表征的研究中,心理学家们关注的一些问题.     

黑水城《吕观文进庄子义》错误举例

1908～1909年,俄国探险家柯兹洛夫先后两次在黑水城遗址掘获了大量唐、五代、宋、西夏、金、元时期的文献,1996～1999年,<俄藏黑水城文献>1-11册在多方努力之下由上海古籍出版社影印出版,<吕观文进庄子义>就是其中"汉文文献部分"(1-6册)之一种.     

《许长史旧馆坛碑》略考

陶弘景撰<许长史旧馆坛碑>,保存了关于许谧父子的一些原始资料,应引起重视.本文对该碑的立碑时间、撰者与书者、拓本与钩本以及<道藏>本<华阳陶隐居集>所收本等诸情况作了一些基本的考证.     

评述一个新的类别学习模型:SUSTAIN

近些年来,对于类别学习的研究取得了长足的发展,研究者们已成功地构建了一系列类别学习理论与模型.本文在评述先前模型的基础上,介绍一个晚近的类别学习模型--SUSTAIN.阐述其运行原则和流程,以期对未来类别学习的研究提供参考和启发.     

《恒先》义释——思想史视野下的一种解读

Hengxian, one of the bamboo books of the Chu State during the Warring States Period that is kept in the Shanghai Museum, was collected by the museum in 1994, and is an important piece of literature that discusses cosmic issues prior to Huainanzi. Based on Li Ling’s work on the text, as well as hermeneutic work by some other scholars, this essay represents another attempt to determine the words and meanings of the Hengxian, with a focus on its cosmological commentary. Translated by Huang Deyuan from Xi’an Jianzhu Keji Daxue Xuebao 西安建筑科技大学学报 (Journal of Xi’an University of Arch & Tech), 2007, (1): 1–8     

The academic trajectories of children of immigrants and their school environments

Data from approximately 14,000 children in the Early Childhood Longitudinal Survey--Kindergarten Cohort were analyzed to examine the associations between children's immigrant status and their academic trajectories from kindergarten to 3rd grade, with particular attention to the effects of school environments. Growth curve modeling results indicated that most children of Latin American origin improved their reading and math scores faster than non-Hispanic White children, thus narrowing their initial score gap and sometimes even surpassing White children by 3rd grade. In contrast, although they maintained higher reading and math scores, children from East Asia and India showed decreasing scores over time, which tended to narrow their initial score advantage over non-Hispanic White children. School-level factors accounted partially for these differences. Particularly in terms of the academic trajectories, children of Latin American origin responded more to school-level factors than did children of Asian origin, who responded more to child and family background, with the exception of children from Vietnam, Thailand, Cambodia, and Laos, who responded more to school-level factors. Simulation results point to the importance of school resources for the academic trajectories of children of immigrants.     

Combining additive representations on subsets into an overall representation

Many traditional conjoint representations of binary preferences are additively decomposable, or additive for short. An important generalization arises under rank-dependence, when additivity is restricted to cones with a fixed ranking of components from best to worst (comonotonicity), leading to configural weighting, rank-dependent utility, and rank- and sign-dependent utility (prospect theory). This paper provides a general result showing how additive representations on an arbitrary collection of comonotonic cones can be combined into one overall representation that applies to the union of all cones considered. The result is applied to a new paradigm for decision under uncertainty developed by Duncan Luce and others, which allows for violations of basic rationality properties such as the coalescing of events and other framing conditions. Through our result, a complete preference foundation of a number of new models by Luce and others can be obtained. We also show how additive representations on different full product sets can be combined into a representation on the union of these different product sets.