11,790 research outputs found

    Metacognition and Reflection by Interdisciplinary Experts: Insights from Cognitive Science and Philosophy

    Get PDF
    Interdisciplinary understanding requires integration of insights from different perspectives, yet it appears questionable whether disciplinary experts are well prepared for this. Indeed, psychological and cognitive scientific studies suggest that expertise can be disadvantageous because experts are often more biased than non-experts, for example, or fixed on certain approaches, and less flexible in novel situations or situations outside their domain of expertise. An explanation is that experts’ conscious and unconscious cognition and behavior depend upon their learning and acquisition of a set of mental representations or knowledge structures. Compared to beginners in a field, experts have assembled a much larger set of representations that are also more complex, facilitating fast and adequate perception in responding to relevant situations. This article argues how metacognition should be employed in order to mitigate such disadvantages of expertise: By metacognitively monitoring and regulating their own cognitive processes and representations, experts can prepare themselves for interdisciplinary understanding. Interdisciplinary collaboration is further facilitated by team metacognition about the team, tasks, process, goals, and representations developed in the team. Drawing attention to the need for metacognition, the article explains how philosophical reflection on the assumptions involved in different disciplinary perspectives must also be considered in a process complementary to metacognition and not completely overlapping with it. (Disciplinary assumptions are here understood as determining and constraining how the complex mental representations of experts are chunked and structured.) The article concludes with a brief reflection on how the process of Reflective Equilibrium should be added to the processes of metacognition and philosophical reflection in order for experts involved in interdisciplinary collaboration to reach a justifiable and coherent form of interdisciplinary integration. An Appendix of “Prompts or Questions for Metacognition” that can elicit metacognitive knowledge, monitoring, or regulation in individuals or teams is included at the end of the article

    The Potency Of Metacognitive Learning To Foster Mathematical Logical Thinking

    Get PDF
    The ability of thinking logically needs to be developed due to the fact that it is an essential basic skill. Logical thinking affects that giving reason must be true, and that a sequence of assumptions is based on the high truth value. Mathematics is a subject that functions to train students to think logically. The understanding of logic will help students to arrange the proof that support through process to finally arrive at a conclusion. Currently, metacognition is viewed as an essential element of learning. It refers to someone knowledge of processes and the result itself or of that connected to the process. Metacognition is needed when student solves the task that needs argumentation and logical understanding. In order to help student to skillful think logically, mathematics learning must be designed as such so that the condition will raise the skill of metacognitive acts. Key words: metacognitive learning, mathematical logical thinkin

    Learning about learning enhances performance

    Get PDF

    How might teachers enable self-confidence? A review study

    Get PDF
    In the context of learner-centred learning and curricular reform, self-confidence is invoked as an important construct. However, there is no easily available research-informed guidance on what self-confidence means for the professional teacher. This study uses the analytic technique of Concept Analysis to review psychology and education literatures to provide a 'take-home' message for teachers. The review identifies conceptual artefacts (ideas, theories, concepts which explain, connect, predict or apply knowledge) that the teacher can appropriate in order to enable learner self-confidence. These conceptual artefacts are classified in three groups: characterising self-confidence; self-judgements of confidence; and factors that influence the development of self-confidence. The review finds self-confidence to be a robust and stable psychological construct, best promoted through teachers' attention to learners' development of knowledge and engagement in socially designed learning activities. It further finds that teachers' attention to activities which involve learners' self-regulation are of importance

    Facets of metacognition and collaborative complex problem-solving performance

    Get PDF
    Abstract. Metacognition refers to students’ ability to reflect upon, understand and control their own learning. Previous accounts of metacognition have distinguished between two major facets: metacognitive knowledge and metacognitive regulation, in which each major facet includes several sub-facets. Although many studies on metacognition facets have examined their relationship with problem-solving performance, few studies have investigated their relationship with non-routine, complex problem-solving performance in collaborative context. In light of this, the current study investigated the impact of different facets of metacognition on perceived and objective complex problem-solving (CPS) task performance in collaborative situation. Data was collected from 77 students at the University of Oulu, Finland. The Metacognitive Awareness Inventory (MAI) self-report was used to measure subjects’ beliefs on the facets of their metacognition before the task. After filling out MAI self-report individually, participants gathered in groups of 3 to carry out the collaborative CPS task. The Tailorshop Microworld simulation was employed as the CPS task and used to measure objective group performance. Perceived individual and group performances were measured with self-report. A generalized estimating equation was used to observe the relationships between individuals’ awareness of metacognition facets and perceived individual CPS performance. Best Linear Unbiased Predictors (BLUP) function was utilized to yield groups’ unbiased MAI scores and unbiased perceived group performance. Pearson correlation coefficient was calculated to observe relationships between group MAI scores and objective group CPS performance, as well as perceived group performance and objective group CPS performance. In general, the results showed significant correlations between several regulatory facets of metacognition and perceived individual CPS performance as well as objective group CPS performance. Since the majority of the significant correlations were negative, the results reinforced previous findings on students’ overconfidence in their skills in relation with their perceived and objective performance as well as contribute to the overall understanding of the impact metacognitive facets have on collaborative CPS performance. Further discussions were addressed in this study. Limitations and future research were also outlined

    Reviewing the Van Hiele model and the application of metacognition on geometric thinking

    Get PDF
    Metacognition, or the ability to think about thinking, is essential in the development of geometric thinking. However, studies on the Van Hiele model and the application of metacognition on geometric thinking are still under-researched. This study aimed to provide a review of the Van Hiele model and the application of metacognition on geometric thinking. A total of 844 articles were retrieved through internet search engines from 1995 to 2020 and manually selected and reviewed systematically. The keywords used related to the Van Hiele model, metacognition, and geometric thinking. The findings that emerged from the review were categorized into two main themes which were the effectiveness of the Van Hiele model towards geometric thinking and the effectiveness of the application of metacognition on geometric thinking. Most articles revealed the positive indication of the geometric thinking development through the Van Hiele model intervention. It also seems that the potential of the application of metacognition in the Van Hiele model can strengthen geometric thinking development. Researchers and educators may find this knowledge useful in conducting empirical studies and developing learning instructions based on the application of metacognition in the development of geometric thinking
    • 

    corecore