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Decades of research has shown that example-based learning is an effective instructional strategy for learning new skills. The field of learning from examples is seeing a shift in focus towards more innovative and use-inspired research, in part because the use of examples for informal and formal learning purposes has mushroomed. This special issue comprises a set of eight papers in which students learned a procedural skill from worked examples or modeling examples. Each study characterizes a recent development towards more innovative example-based learning research. These developments are: (a) the integration of social-cognitive and cognitive example research, (b) the integration of example-based learning and analogical reasoning research, (c) the extension of traditional Cognitive Load Theory effects, (d) a greater focus on learning from (productive) errors, and (e) more research on individual differences. This special issue concludes with insightful commentary articles written by Prof. Dr. Katharina Scheiter and Prof. Dr. Richard Mayer. 相似文献
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Although findings from cognitive science have suggested learning benefits of confronting errors (Metcalfe, 2017), they are not often capitalized on in many mathematics classrooms (Tulis, 2013). The current study assessed the effects of examples focused on either common mathematical misconceptions and errors or correct concepts and procedures on algebraic feature knowledge and solving quadratic equations. Middle school algebra students (N = 206) were randomly assigned to four conditions. Two errorful conditions either displayed errors and asked students to explain or displayed correct solutions and primed students to reflect on potential errors by problem type. A correct example condition and problem-solving control group were also included. Studying and explaining common errors displayed in incorrect examples improved equation-solving ability. An aptitude-by-treatment interaction revealed that learners with limited understandings of algebraic features demonstrated greater benefits. Theoretical implications about using examples to promote learning from errors are considered in addition to suggestions for educational practice. 相似文献
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研究通过三个实验,比较了普通样例和类比比较样例在学习物理综合题中的效果,并在此基础上,进一步分析两种不同类型的类比比较样例对物理综合题学习的迁移效果以及“提示”这一样例设计方法的促进作用。结果发现:(1)通过类比比较样例学习物理综合题的效果优于普通样例;(2)相比于单综概念类比比较样例,综合概念类比比较样例能更好地提高物理综合题学习的近迁移成绩,但未提高其远迁移成绩;(3)提示能明显促进类比比较样例在物理综合题学习中的作用,但不同提示类型的影响无显著差异。该结果表明:类比比较样例是学习物理综合题的有效样例形式,而其中综合概念类比比较样例效果最佳;开放式提示和支架式提示均能较好地促进类比比较样例的学习。 相似文献
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为了考察小学生样例学习能力的发展和完整与不完整样例以及样例分类作业对样例学习效果的影响,作者采用完整和不完整样例以及"不完整样例-分类"三种学习作业,对270名3-5年级小学生学习"去括号"运算规则的效果进行了实验研究.结果表明:小学生"去括号"运算规则样例学习的能力随年级的增长而提高;样例分类作业对小学生学习"去括号"运算规则具有促进作用;不同类型的样例对学习不同难度的"去括号"运算规则的学习效果不同. 相似文献
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Many innovations in organizations result when people discover insightful solutions to problems. Insightful problem‐solving was considered by Gestalt psychologists to be associated with productive, as opposed to re‐productive, thinking. Productive thinking is characterized by shifts in perspective which allow the problem solver to consider new, sometimes transformational, approaches. Re‐productive thinking, on the other hand, involves the application of familiar, routine, procedures. This article reports a study which investigated how self‐reported productive and re‐productive thinking are related to an individual's ability to solve insight problems. Our measures were tested against the Kirton Adaption‐Innovation Inventory (KAI), and a battery of spatial insight problems. The results indicated that productive and re‐productive thinking and the KAI were successful in predicting performance on spatial insight problems. Furthermore, the measures of productive and re‐productive thinking accounted for spatial insight performance independently of scores on the KAI. In addition, the results suggested that re‐productive thinking consists of two different components—one based on group conventions and the other on personal experience. Each contributed differently to solving insight problems. 相似文献
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Allison J. Jaeger Joanna A. Marzano Thomas F. Shipley 《Applied cognitive psychology》2020,34(4):844-861
Comprehending 3D diagrams is critical for success in scientific practice and research demonstrates that understanding of 3D geology diagrams can be improved by making predictive sketches. In mathematics, explaining erroneous examples can support learning. This study combined these approaches to better understand how to effectively support 3D geologic diagram understanding. Participants generated sketches, explained erroneous example sketches, or copied and explained correct sketches. It was hypothesized that generating sketches or explaining erroneous cases would improve understanding, but an open question was whether these conditions would differ from each other. Explaining erroneous examples and sketching improved understanding whereas explaining correct sketches did not. Further, explaining erroneous examples was a more efficient strategy than sketching. These results indicate that erroneous examples can be effective for supporting 3D diagram comprehension and may be a practical substitute for some traditional sketching activities in the context of real classrooms where class time is limited. 相似文献
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渐减提示法呈现样例对学习迁移的作用 总被引:1,自引:0,他引:1
本研究探讨了从样例学习到问题解决过渡的样例设计方式。实验结果表明:渐减提示法是动态的联结样例和问题解决的有效形式,符合认知技能获得的四阶段模型和建构主义学习观的基本要求;渐减提示法可以促进学习者对样例问题进行高质量的自我解释和产生心理预期,是实现从样例学习到问题解决过渡的有效方法。 相似文献
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本文简要介绍了基于示例学习的认知技能获得的研究,涉及的问题包括示例学习的过程、影响认知技能获得的因素、认知技能获得中的练习和迁移等、在文章的最后,对这一领域的研究趋势进行了展望。 相似文献
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Worked-examples have been established as an effective instructional format in problem-solving practices. However, less is known about variations in the use of worked examples across individuals at different stages in their learning process in student-centred learning contexts. This study investigates different profiles of students' learning behaviours based on clustering learning dispositions, prior knowledge, and the choice of feedback strategies in a naturalistic setting. The study was conducted on 1,072 students over an 8-week long introductory mathematics course in a blended instructional format. While practising exercises in a digital learning environment, students can opt for tutored problem solving, untutored problem solving, or call worked examples. The results indicated six distinct profiles of learners regarding their feedback preferences in different learning phases. Finally, we investigated antecedents and consequences of these profiles and investigated the adequacy of used feedback strategies concerning ‘help-abuse’. This research indicates that the use of instructional scaffolds as worked-examples or hints and the efficiency of that use differs from student to student, making the attempt to find patterns at an overall level a hazardous endeavour. 相似文献
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Monica Kurylo Timothy R. Elliott Lisa DeVivo Laura E. Dreer 《Journal of clinical psychology in medical settings》2004,11(3):151-157
Family members have a considerable impact on the health and well-being of others in the family. The characteristics of family caregivers that relate to care recipients' positive and negative outcomes associated with chronic disease have received scant empirical attention. We reasoned that family caregiver social problem solving abilities would be associated with depression and life satisfaction reported by persons with congestive heart failure (CHF). Correlational analyses found that caregiver negative orientation toward solving problems was significantly predictive of higher depression and with decreased life satisfaction of persons with CHF. These findings indicate that family caregiver problem solving abilities are important factors in adjustment following CHF. Implications for clinical interventions and theoretical models of problem solving are discussed. 相似文献
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Abbey Loehr Bethany Rittle-Johnson Kelley Durkin Jon R. Star 《Applied cognitive psychology》2020,34(4):825-836
Mathematics textbooks sometimes present worked examples as being generated by particular fictitious students (i.e., person-presentation). However, there are indicators that person-presentation of worked examples may harm generalization of the presented strategies to new problems. In the context of comparing and discussing worked examples during extended classroom instruction, the current study compared the impact of person-presentation to strategy labels on students' posttest accuracy and ratings of strategy generalizability. Five algebra teachers and their 168 students used worked examples either presented using fictitious students or with a strategy label during a multiweek unit on equation solving, with teachers randomly assigned to condition. All students compared and discussed the worked examples. In this context, we found no effect of condition on student accuracy at posttest, nor on their ratings of the generalizability of the presented strategies. We discuss why previously found negative effects of person-presentation may not have extended to this context. 相似文献
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通过一个2×2×2的因素实验,对96名初一学生在解题迁移能力中受样例和练习的影响进行了研究。结果表明,结合样例进行的练习促进了技能的熟练和解题能力的迁移;练习本身并不总能保证促进技能的熟练和解题能力的迁移,它至少要受三方面因素的影响第一,与在练习中是否有来自外部的指导和反馈有关;第二,与练习的任务性质有关;第三,与参与练习的个体智力和认知水平有关。 相似文献
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以认知风格为依据,将合作学习小组分为场依存同质组、场独立同质组以及异质组。通过小组对开放问题以及逻辑问题的解决,考察不同认知风格个体、不同类型小组的问题解决过程。同时考察问题解决过程对问题解决水平的影响。结果表明:(1)个体在解决不同类型问题时的过程体验不同。(2)问题解决过程在个体的认知风格和逻辑问题解决水平之间起调节作用。(3)不同类型小组的问题解决过程不同。(4)合作是影响小组合作学习效果的重要因素之一。 相似文献
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学习困难儿童的问题解决特点研究 总被引:5,自引:0,他引:5
本研究选取学习困难儿童和正常儿童各 3 2名 ,设置河内塔问题解决的情境 ,采用临床观察法 ,对学习困难儿童在问题解决中的特点作了初步的探究。研究发现 :1与正常儿童相比 ,学习困难儿童在发现和有效运用策略方面明显不足 ,但当学习困难儿童对问题情境比较熟悉后 ,有明显的进步 ;2一定的提示并不能帮助学习困难儿童最有效地应用策略。 相似文献
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采用自编数学应用题解决能力测验题对小学四年级单纯型数困儿童、混合型数困儿童和普通儿童问题理解阶段、问题整合阶段的差异,以及问题表征能力与数学问题解决之间的关系进行探究。结果表明:(1)单纯型与混合型数困儿童有效识别信息的能力弱,难于利用相关信息和排除干扰信息。(2)单纯型数困儿童比混合型数困儿童更擅于运用图式表征策略。(3)图式表征策略能促进数困儿童应用题的解决。 相似文献
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自由目标效应与样例效应对学生写作成绩影响 总被引:3,自引:0,他引:3
“自由目标效应”和“样例效应”是认知负荷理论为解决学习者的认知资源限制而提出的两个重要的教学设计原则。通过两个实验,研究“自由目标效应”和“样例效应”对不同写作水平学生写作成绩的影响。被试为406名初中一年级学生。结果表明,“自由目标效应”和“样例效应”受学生写作水平的影响。“自由目标效应”对高水平写作者有促进作用,但会降低低水平写作者的成绩;“样例效应”对低水平写作者有促进作用,但对高水平写作者的写作成绩无显著影响。 相似文献
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Lennart Schalk Julian Roelle Henrik Saalbach Kirsten Berthold Elsbeth Stern Alexander Renkl 《Applied cognitive psychology》2020,34(4):813-824
Worked examples support learning. However, if they introduce easy-to-confuse concepts or principles, specific ways of providing worked examples may influence their effectiveness. Multiple worked examples can be introduced blocked (i.e., several for the same principle) or interleaved (i.e., switching between principles), and can be sequentially or simultaneously presented. Crossing these two factors provides four ways of presenting worked examples: blocked/sequential, interleaved/sequential, blocked/simultaneous, and interleaved/simultaneous. In an experiment with university students (N = 174), we investigated how these two factors influence the acquisition of procedural and conceptual knowledge about different, but closely related (thus, easy-to-confuse) stochastic principles. Additionally, we assessed the ability of students to discriminate between principles with verification tasks. Simultaneous presentation benefitted procedural knowledge whereas, interleaved presentation benefitted conceptual knowledge. No significant differences were found for verification tasks. The results suggest that it is worthwhile to adapt the presentation of the worked examples to the learning goals. 相似文献