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Nuha, Muhammad 'Azmi; Waluya, S. B.; Junaedi, Iwan – International Journal of Instruction, 2018
Creative thinking is very important in the modern era so that it should be improved by doing efforts such as making a lesson that train students to pose their own problems. The purposes of this research are (1) to give an initial description of students about mathematical creative thinking level in Problem Posing Model with Lesson Study approach…
Descriptors: Mathematics Instruction, Creativity, Creative Development, Creative Thinking
Global Family Research Project, 2018
Together with Teach to Lead, a project guided by teacher leaders at the U.S. Department of Education and ASCD, we took a look at the first-ever family engagement summit, which provided a structured model for actively engaging families alongside educators, administrators, and community partners. This report highlights the voices of summit…
Descriptors: Family Involvement, Conferences (Gatherings), Partnerships in Education, Participative Decision Making
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Bofferding, Laura, Ed.; Wessman-Enzinger, Nicole, Ed. – Research in Mathematics Education, 2018
Over the past few decades there has been increased interest in how students and teachers think and learn about negative numbers from a variety of perspectives. In particular, there has been debate about when integers should be taught and how to teach them to best support students' learning. This book brings together recent work from researchers to…
Descriptors: Addition, Subtraction, Numeracy, Thinking Skills
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Siy, Eric – North American Chapter of the International Group for the Psychology of Mathematics Education, 2018
Using memorized rules and algorithms without coherence and understanding is a perennial problem for teachers and students especially in the teaching and learning of fraction operations. I present data in which prospective middle school teachers explain a commonly used rule for fraction division--keep-change-flip. I argue that using both strip…
Descriptors: Mathematics Instruction, Fractions, Division, Multiplication
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Meikle, Erin M. – Teaching Children Mathematics, 2016
Many teachers are using the Five Practices model to guide them in orchestrating whole-class mathematics discussions that focus on understanding: (1) anticipate an array of possible student-generated solution strategies to a mathematical task before implementing the lesson; (2) monitor students' work as they grapple with the task; (3) select a…
Descriptors: Mathematics Instruction, Teaching Methods, Methods Courses, Elementary School Mathematics
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Easterday, Matthew W.; Rees Lewis, Daniel G.; Gerber, Elizabeth M. – Australasian Journal of Educational Technology, 2016
Design research (DR) promises to simultaneously solve practical problems of education and develop theory to guide future interventions. However, educational DR remains paradigmatically underdeveloped, making it difficult to train new researchers, to agree upon what makes a theoretical contribution, and to promise clear outputs to funders--all of…
Descriptors: Design, Research, Research Methodology, Models
Basu, Satabdi; Biswas, Gautam; Sengupta, Pratim; Dickes, Amanda; Kinnebrew, John S.; Clark, Douglas – Research and Practice in Technology Enhanced Learning, 2016
Computational thinking (CT) parallels the core practices of science, technology, engineering, and mathematics (STEM) education and is believed to effectively support students' learning of science and math concepts. However, despite the synergies between CT and STEM education, integrating the two to support synergistic learning remains an important…
Descriptors: Science Instruction, STEM Education, Concept Formation, Middle School Students
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McPadden, Daryl; Brewe, Eric – Physical Review Physics Education Research, 2017
Representation use is a critical skill for learning, problem solving, and communicating in science, especially in physics where multiple representations often scaffold the understanding of a phenomenon. University Modeling Instruction, which is an active-learning, research-based introductory physics curriculum centered on students' use of…
Descriptors: Science Instruction, Introductory Courses, Comparative Analysis, College Students
Piselli, Katherine D. – ProQuest LLC, 2017
Math fluency, which refers to the ability to solve single digit arithmetic problems quickly and accurately, is a foundational mathematical skill. Recent research has examined the role of phonological processing, executive control, and number sense in explaining differences in math fluency performance in school-aged children. Identifying the links…
Descriptors: Cognitive Ability, Mathematics Achievement, Intelligence, Mathematics Instruction
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Boote, Stacy K.; Boote, David N. – Journal of Mathematics Teacher Education, 2018
Mathematical habits of prospective teachers affect problem comprehension and success and expose their beliefs about mathematics. Prospective elementary teachers (PSTs) (n = 121) engaged in a problem solving activity each week in class. Data were collected from PSTs enrolled in an undergraduate elementary mathematics methods course at a…
Descriptors: Mathematics Teachers, Preservice Teachers, Mathematics Instruction, Beliefs
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Young, Anita A.; Bryan, Julia A. – Measurement and Evaluation in Counseling and Development, 2018
Researchers examined data from a national sample of 776 school counselors to further determine the factor structure of the School Counselor Leadership Survey. Confirmatory factor analyses supported use of a modified 5-factor model. Survey scores demonstrated good internal consistency and convergent validity. Differences between supervisors and…
Descriptors: School Counselors, Leadership, Factor Analysis, School Counseling
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Sheida K. Raley; Karrie A. Shogren; Annette McDonald – Inclusion, 2018
Skills associated with self-determination (e.g., self-regulation, problem solving, goal-setting, planning) are infused throughout all secondary content standards, including career and college readiness standards for which all students are responsible. Given research demonstrating the link between self-determination and positive school and…
Descriptors: Self Determination, Models, Inclusion, Secondary School Mathematics
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Ward, Brandt – Technology and Engineering Teacher, 2015
In an environment of rapid and unpredictable change determined and directed by technologies that are constantly changing, the assumption that being technologically literate is the key to being a sustained, contributing life-long learner is well founded. However, technological literacy is seldom referred to or considered in academic arguments as a…
Descriptors: Problem Solving, Technological Literacy, Models, Definitions
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Michael F. Giangreco; Jesse C. Suter – Inclusion, 2015
The absence of unified and inclusive special education service delivery models represents a longstanding challenge to the education of students with the full range of disabilities in inclusive schools and classrooms. An exemplar model is offered for elementary schools within a multi-tiered system of support (MTSS) framework. To establish its…
Descriptors: Inclusion, Special Education, Delivery Systems, School Demography
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Austerweil, Joseph L.; Griffiths, Thomas L.; Palmer, Stephen E. – Cognitive Science, 2017
How does the visual system recognize images of a novel object after a single observation despite possible variations in the viewpoint of that object relative to the observer? One possibility is comparing the image with a prototype for invariance over a relevant transformation set (e.g., translations and dilations). However, invariance over…
Descriptors: Prior Learning, Inferences, Visual Acuity, Recognition (Psychology)
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