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1
Comprehension of the Co-Operation of Professional Identity and Metacognition of English Teachers in Pedagogical Problem Solving
In: Behavioral Sciences; Volume 12; Issue 2; Pages: 32 (2022)
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2
What counts as knowing
Gandell, Robyn. - 2022
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3
What movement counts as students' mathematical knowing
Gandell, Robyn. - 2022
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4
Metamorphic Thinking in Cartesian Systemic Emergence
In: proc. of ICONS 2021 -The Sixteenth International Conference on Systems (ISBN: 978-1-61208-838-9) ; ICONS 2021 ; https://hal.archives-ouvertes.fr/hal-03321417 ; ICONS 2021, IARIA, Apr 2021, Porto, Portugal. pp.33-38 ; https://www.iaria.org/conferences2021/ICONS21.html (2021)
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5
Formalizing Problem Solving in Computational Thinking : an Ontology approach
In: IEEE ICDL 2021 – International Conference on Development and Learning 2021 ; https://hal.inria.fr/hal-03324136 ; IEEE ICDL 2021 – International Conference on Development and Learning 2021, Aug 2021, Beijing, China (2021)
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6
Beyond spatial reasoning: Challenges for ecological problem solving
In: Journal of Spatial Information Science (2021)
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7
Analyzing Difficulties in Arithmetic Word Problem Solving: An Epistemological Case Study in Primary School
In: Education Sciences ; Volume 11 ; Issue 10 (2021)
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8
Multiple-Solution Tasks in Pre-Service Teachers Course on Combinatorics
In: Mathematics ; Volume 9 ; Issue 18 (2021)
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9
Examining the Effect of the Think-Aloud Instructional Strategy on ELL Student Performance in Middle School Mathematics Classrooms
In: Middle and Secondary Education Dissertations (2021)
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10
Collaborative problem solving in higher education classrooms: Exploring student interactions, group progress, and the role of the teacher
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11
A preliminary study of a citizen participation system based on consensus for Decision-making Processes
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12
Network-based modeling of herb combinations in traditional Chinese medicine
In: Brief Bioinform (2021)
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13
EXPLORING DEVELOPMENT OF PROBLEM SOLVING STRATEGIES IN EMERGING MATHEMATICIANS
Abstract: To solve an unfamiliar mathematics problem, students of the subject must know more than the appropriate prerequisite content knowledge. They must also know how best to strategically apply their knowledge, how to monitor and gauge the effectiveness of their work, and how to respond (both cognitively and emotionally) to unanticipated results. Expanding current research on the types of experiences that foster these skills is the objective of this study. In a sequence of two task-based interviews, eight graduate and four upper-division undergraduate mathematics students solved non-traditional mathematics problems, used their work on these problems as a basis to comment on their mathematical beliefs and problem solving strategies, and tied these aspects of their mathematical identity to the formative courses, instructors, and experiences that influenced them. I then analyzed these interviews using coding techniques appropriate for thematic analysis and created qualitative characterizations of the participants’ problem solving strategy usage. By comparing these characterizations to the ways in which the participants reported that their problem solving had developed over time, I identified which types of formative experiences may have contributed to this development (and how they did so). Findings suggest when participants had been encouraged to discover their own mathematical justifications in previous courses, they would be likely to display creative, exploratory behavior while solving interview tasks, even when frustrated. Participants who valued experiences in which they participated in meaningful mathematics as part of a group were more comfortable engaging in self-talk and considering multiple approaches to an interview task. Finally, many participants reported learning specific heuristic strategies, either explicitly from instructors or as a consequences of the nature of a course; findings indicate that the degree to which they could effectively leverage any of these heuristics depended on if they were comfortable and familiar with their application. These results point mathematics instructors towards ways that they can develop problem solving expertise in their students.
Keyword: Graduate students; Problem solving
URL: http://hdl.handle.net/10106/29796
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14
Resilience as a predictor of quality of life in participants with borderline personality disorder before and after treatment
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15
The Co-Construction of Campaign Argumentation on U.S.A. Late-Night Talk Shows
In: Communication Graduate Student Publication Series (2021)
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16
THE INTEGRATION OF PROBLEM-SOLVING SKILLS IN ENGLISH IN ACADEMIC DISCOURSE SYLLABUS AT ENGLISH LANGUAGE EDUCATION STUDY PROGRAM
In: LET: Linguistics, Literature and English Teaching Journal, Vol 11, Iss 2, Pp 24-42 (2021) (2021)
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17
AN APPROACH TO ORGANIZING GROUP DISCUSSIONS IN EFL LEARNING / UNE APPROCHE POUR ORGANISER DES DISCUSSIONS DE GROUPE DANS L'APPRENTISSAGE DE L’ANGLAIS LANGUE ETRANGERE
In: Studii si Cercetari Filologice: Seria Limbi Straine Aplicate, Vol 20, Pp 97-101 (2021) (2021)
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18
Frame it again : new tools for rational decision-making
Bermúdez, José Luis. - Cambridge : Cambridge Univ. Press, 2020
Leibniz-Zentrum Allgemeine Sprachwissenschaft
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19
Applied behavior analysis of language & cognition : core concepts & principles for practitioners
Rehfeldt, Ruth Anne (Herausgeber); Tarbox, Jonathan (Herausgeber); Fryling, Mitch J. (Herausgeber). - Oakland, CA : Context Press, 2020
BLLDB
UB Frankfurt Linguistik
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20
Assessing computational thinking of college students in the context of a computer science curriculum ; Computational thinking of college students
He, Jia (Student at Ball State University). - 2020
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