国内数学学习心理研究的综述

数学是什么 ?数学是关于现实世界的空间形式和数量关系的科学。这是对数学的十分重要的概括。进一步分析 ,数学具有这么一些学科特点 :1、数学研究对象是形式化的思想材料 ,反映了数学的抽象性 ;2、数学思维在宏观上是生动活泼的策略创造 ,在微观上是严谨的逻辑演绎 ;3、数学知识的物质载体是精确简约的数学语言。这些数学学科特点也决定了对数学学习进行心理学研究时的一些基本事实 :1、数学既然研究现实世界的空间形式和数量关系 ,而无处不在又无时不有的数量关系及空间形式是儿童认识世界的基本内容。因此 ,儿童数概念及运算能力的发展是…     

情境学习理论研究综述

本论文从三方面展开分析,首先阐述了情境学习理论的基本观点。再从教学设计与教学实践两方面分析了情境学习理论在教学中的应用,最后讨论了情境学习理论面临的一些问题。     

iMinerva: A Mathematical Model of Distributional Statistical Learning

Statistical learning refers to the ability to identify structure in the input based on its statistical properties. For many linguistic structures, the relevant statistical features are distributional: They are related to the frequency and variability of exemplars in the input. These distributional regularities have been suggested to play a role in many different aspects of language learning, including phonetic categories, using phonemic distinctions in word learning, and discovering non‐adjacent relations. On the surface, these different aspects share few commonalities. Despite this, we demonstrate that the same computational framework can account for learning in all of these tasks. These results support two conclusions. The first is that much, and perhaps all, of distributional statistical learning can be explained by the same underlying set of processes. The second is that some aspects of language can be learned due to domain‐general characteristics of memory.     

A Theory of Physical Activity Maintenance

Regular physical activity is related to numerous psychological and physical benefits. Physical activity interventions have had varying degrees of success with adoption; however, maintenance over the long term is even more difficult to achieve, as the majority of individuals who start a physical activity program drop out or relapse. Although the physical activity maintenance literature is scant, there is evidence that the predictors of adoption are different from those of maintenance. Thus, it follows that physical activity adoption and maintenance require unique approaches. The explanatory power of such predictors, however, is limited by the absence of a cogent theoretical framework. Therefore, this paper presents the Physical Activity Maintenance (PAM) theory, which incorporates individual psychosocial variables (goal-setting, motivation, and self-efficacy), and contextual variables of the environment and life stress (triggers of relapse). Goal-setting is framed as satisfaction, attainment, and commitment; motivation as self-motivation and expectations; and self-efficacy as both barrier and relapse. The contextual variables may facilitate or impede physical activity maintenance directly and indirectly via the individual psychosocial variables. The PAM is presented to stimulate research on physical activity maintenance and advance our understanding of how and why people do and do not maintain physical activity long term.     

Aristotelic Learning Through the Arts

The field of Philosophy and Education seems to be experiencing a renewed interest in the work of Aristotle. As recently reviewed by Curren (Oxf Rev Educ 36(5):543–559, 2010), most of this attention aligns with the virtue ethics movement where themes like moral development in education, and the inquiry on human flourishing as the aim of education are prevalent. For sources, this scholarship relies heavily and extensively on the Nicomachean Ethics and Politics’ Book VIII where Aristotle develops his single, clearly defined account of education. Among the short list of scholars who include Poetics in their research, their work seems to return to issues of morality and education (Carr in J Aesthet Educ 44(3):1–15, 2010; Gupta in J Aesthet Educ 44(4):60–80, 2010). This paper is an attempt to rediscover Aristotle’s insights on the peculiar type of learning that the arts seem to favor. In order to carry on this investigation, I will first guide my argument towards Aristotle’s remarks on poiesis. Then, I will focus on what constitutes the heart of poiesis, that is, mimesis. I will pay special attention to Aristotle’s consideration of both poiesis and mimesis as ultimately dealing with what he calls “possibility.” I will argue that learning in the arts entails the coming together of these three qualities. This would be a way of learning characterized by seeing human likenesses emerge as such in our interactions with artworks.     

数学学业不良儿童的估算情感特点研究

运用自编估算测试材料,通过与学优生相比较,考察了数学学业不良儿童的估算情感特点及与估算能力的关系,被试为40名小学六年级学生。结果表明:1.学业不良儿童的估算情感总分明显低于学优儿童,学业不良儿童在数学自信心和估算情感认同这两个维度上表现较为消极。2.学业不良儿童的估算情感认同与他们的估算成绩之间关系更为密切。     

A Computational Theory of Learning Causal Relationships

I present a cognitive model of the human ability to acquire causal relationships. I report on experimental evidence demonstrating that human learners acquire accurate causal relationships more rapidly when training examples are consistent with a general theory of causality. This article describes a learning process that uses a general theory of causality as background knowledge. The learning process, which I call theory-driven learning (TDL), hypothesizes causal relationships consistent both with observed data and the general theory of causality. TDL accounts for data on both the rate at which human learners acquire causal relationships, and the types of causal relationships they acquire. Experiments with TDL demonstrate the advantage of TDL for acquiring causal relationships over similarity-based approaches to learning: Fewer examples are required to learn an accurate relationship.     

A Learning Theory Approach to Attachment Theory: Exploring Clinical Applications

Clinical Child and Family Psychology Review - Although clinicians typically acknowledge the importance of insecure attachment as one factor that can contribute to children’s psychopathology,...     

Learning Multiple Family Therapy Through Simulated Workshops

Multiple Family Therapy (MFT) can be learned more rapidly through simulated workshops. A chronological approach to a simulated workshop is outlined describing mechanics and techniques. The hardest parts of simulated and real MFT are taking off and landing. Specific exercises are detailed to facilitate the early phases when professionals tend to simulate excessive psychopathology. However, recovery is usually rapid and dramatic in simulations; thus, the workshop leaders appear impressive. How to end "healthily" is the final challenge. Group input for assessment of simulated and real MFT is essential. From this feedback, subassertives and schizophrenics may be at the highest risk for deleterious effects from real MFT.     

Multi-Party,Whole-Body Interactions in Mathematical Activity

This study interrogates the contributions of multi-party, whole-body interactions to students' collaboration and negotiation of mathematics ideas in a task setting called walking scale geometry, where bodies in interaction became complex resources for students' emerging goals in problem solving. Whole bodies took up overlapping roles representing geometric objects, contributing to the communication and negotiation of problem-solving strategies and engaging as mathematical instruments for representation.     

A Research Note on Adolescent Steroid Use: An Examination of Social Learning Theory and Self-Control Theory

This study compared the criminological theories social learning theory and low self-control to determine their effects on adolescent steroid use. The data for this study came from the 12th-grade survey of the 2009 Monitoring the Future Project Form 6 that is a nationally representative sample. We found that social learning theory and the sex (i.e., male) of the adolescent are all significant predictors of adolescent steroid use.     

初中数学学习中教师归因与学生自我归因的比较研究

本文研究了初中数学学习中教师的信念与归因．学生自我的信念与归因以及师生归因的比较,得出如下几点结论：(1)在教师和学生的信念中男生在数学学习中更占优势。但在归因领域里却没有发现显著的性别差异。(2)对最好的学生,教师倾向于努力归因;对最差的学生,教师倾向于基础归囚。(3)最好的学生自我归因时倾向于基础和方法归因,最差的学生倾向于努力和方法归因。(4)师生归因维度上的一般趋势：造成数学学习成功的原因比较稳定、内源、可控;造成数学学习失败的原因也倾向于内源,但比较不稳定,不可控。(5)师生特定归因中的差异广泛存在,建议采取相应的教育对策。     

Learning Persistence Through Sports: Three Autoethnographic Sketches

In this paper, I use autoethnographic sketches (Rambo, 2007 Rambo, C. (2007). Sketching as autoethnographic practice. Symbolic Interaction, 30(4), 531–542. doi:10.1525/si.2007.30.4.531[Crossref], [Web of Science ®] , [Google Scholar]) to examine the way that sports have taught me the value of persistence. Specifically, I explore the way that (a) playing baseball as a young child, (b) serving as the team manager on the high school football team, and (c) working out as an adult have each equipped me to cope with the limitations associated with my physical disability, cerebral palsy, while also allowing me to articulate my relationship to my body on my own terms. I hope that this paper encourages readers to examine the practices that undergird their lives and to explore the origins of the values that motivate their everyday experiences.     

The Role of Scheduling in Learning Through Observation

In the 2 experiments reported in the present article, participants (N = 40, Experiment 1; N = 60, Experiment 2) learned to solve complex puzzles under different schedules of physical practice, observation, or a combination of the two. The results of both studies indicated that observation, in the absence of any physical practice, allows the development of an accurate but relatively nonfunctional cognitive representation. The data suggest that, even when the motor demands are minimal, the functional significance of the cognitive representation is not maximally realized until physical interaction with the task is possible. Thus, providing the participant with an interspersed practice schedule during acquisition enables that interaction to occur, thereby allowing the absolute number of physical practice trials to be reduced and replaced by observation trials, but leading to equivalent learning.     

The Microevolution of Mathematical Representations in Children's Activity

In this article, I discuss children's design of mathematical representations on paper, asking how material displays are constructed and transformed in activity. I show that (a) the design of displays during problem solving shapes one's mathematical activity and sense making in crucial ways, and (b) knowledge of mathematical representations is not simply recalled and applied to problem solving but also emerges (whether constructed anew or not) out of one's interactions with the social and material settings of activity. A detailed characterization of student-designed tables of values to solve problems about linear functions is also presented.     

Kolb's Experiential Learning Theory: A Meta-Model for Career Exploration

Kolb's experiential learning theory offers the career counselor a meta-model with which to structure career exploration exercises and ensure a thorough investigation of self and the world of work in a manner that provides the client with an optimal amount of learning and personal development.