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Peer reviewedHouston, S. Kenneth – Teaching Mathematics and Its Applications, 1997
Suggests that mathematical modeling is "a way of life for everyone." Describes the M's of mathematics which include methods, models, and modeling; and the R's of mathematics which are reasoning, reading, 'riting and 'rithmetic. Outlines their role in promoting "the way of life" and discusses implications for the 16-19 curriculum. (Author/ASK)
Descriptors: Mathematical Models, Mathematics Curriculum, Mathematics Education, Secondary Education
Peer reviewedGravemeijer, Koeno – Mathematical Thinking and Learning, 1999
Addresses the role that so-called emergent models can play in the process of constituting formal mathematics. Describes how the use of these models became more explicated over time and developed into the notion of emergent models. Uses the design of instructional sequence for flexible mental strategies for addition and subtraction as an example…
Descriptors: Elementary Secondary Education, Mathematical Applications, Mathematical Models, Mathematics Instruction
Lege, Jerry – Teaching Mathematics and Its Applications: An International Journal of the IMA, 2005
Contrasting instructional approaches were used to introduce mathematical modeling to two sets of students with weak content skills and no prior modeling experience. One group was exposed to examples of models for a particular contextual problem; the other group was asked to construct their own model for the same situation. In less than three…
Descriptors: Teaching Methods, Mathematical Models, Skill Development, Student Improvement
Tordesillas, A.; Arber, D. – International Journal of Mathematical Education in Science & Technology, 2005
Flowing granular mixtures in rotating cylindrical drums arise in numerous industrial settings and are of great technological significance worldwide. To date, the development of a robust mathematical model for this process remains an open research problem. However, simple mathematical models may be developed that capture some of the underlying…
Descriptors: Profiles, Mathematical Models, Case Studies, Teaching Methods
Klymchuk, Sergiy; Zverkova, Tatyana; Gruenwald, Norbert; Sauerbier, Gabriele – Teaching Mathematics and Its Applications: An International Journal of the IMA, 2008
This article presents the results of two studies on using an innovative pedagogical strategy in teaching mathematical modelling and applications to engineering students. Both studies are dealing with introducing non-traditional contexts for engineering students in teaching/learning of mathematical modelling and applications: environment and…
Descriptors: Mathematical Models, Ecology, Engineering Education, Foreign Countries
Mousoulides, Nicholas G.; Christou, Constantinos; Sriraman, Bharath – Mathematical Thinking and Learning: An International Journal, 2008
This study analyzed the processes used by students when engaged in modeling activities and examined how students' abilities to solve modeling problems changed over time. Two student populations, one experimental and one control group, participated in the study. To examine students' modeling processes, the experimental group participated in an…
Descriptors: Intervention, Mathematical Models, Modeling (Psychology), Problem Solving
Cavey, Laurie O.; Whitenack, Joy W.; Lovin, Louann – Educational Studies in Mathematics, 2007
This paper provides a microanalysis of one Algebra I teacher's instruction to explore the advantages that are afforded us by coordinating two perspectives to document and account for the teacher's mathematical understandings. We use constructs associated with Stein, Grover and Henningsen's domain of mathematical didactics and Realistic Mathematics…
Descriptors: Teaching Methods, Instructional Design, Educational Practices, Teacher Attitudes
Karweit, Nancy – 1978
This paper examines the effects of learning time on student achievement. It begins by reviewing what is known about how time is allocated and utilized in schools and the effects of differing amounts of exposure to schooling on achievement. Several theoretical perspectives concerning how time spent affects achievement are briefly discussed. The…
Descriptors: Academic Achievement, Computer Programs, Mathematical Models, Pacing
Peer reviewedSowder, Larry – Arithmetic Teacher, 1971
Descriptors: Elementary School Mathematics, Fractions, Instruction, Mathematical Concepts
Peer reviewedFraas, John W. – Journal of Experimental Education, 1980
This study investigated the impact of four student characteristics and the instructors on the relative abilities of a simulation-gaming method and the lecture-discussion method to increase the economic knowledge, retention of economic knowledge, and interest toward economics of college students enrolled in an introductory economics course.…
Descriptors: Economics Education, Higher Education, Lecture Method, Mathematical Models
Peer reviewedFrauenthal, James C.; Saaty, Thomas L. – Two-Year College Mathematics Journal, 1979
Methods of formulating mathematical models are discussed and problems, insights, and solutions are given. (PK)
Descriptors: Deduction, Induction, Mathematical Models, Mathematics
Peer reviewedRubin, Richard L. – American Mathematical Monthly, 1979
An approach is described for teaching formulation of mathematical models to undergraduates with no modeling experience. Instruction is based on observation of successful patterns of behavior. (MP)
Descriptors: Behavior Patterns, Higher Education, Instruction, Learning Activities
Peer reviewedRulf, Benjamin – Mathematics Teacher, 1998
Illustrates how mathematicians work and do mathematical research through the use of a puzzle. Demonstrates how general rules, then theorems develop from special cases. This approach may be used as a research project in high school classrooms or math club settings with the teacher helping to formulate questions, set goals, and avoid becoming…
Descriptors: Geometry, High Schools, Mathematical Concepts, Mathematical Models
Peer reviewedRobert, Margot Fulton – Teaching Children Mathematics, 2002
Proposes a system to help at-risk students develop problem solving skills. Provides some teaching methods and evaluation ideas. (KHR)
Descriptors: Elementary Education, High Risk Students, Mathematical Models, Mathematics Education
Peer reviewedGlas, Eduard – Science and Education, 2002
Illustrates how modeling and other non-deductive forms of reasoning as employed by a highly creative mathematician can be productive as important conceptual innovations and, by the same token, can serve as effective tools for stimulating conceptual development in the process of learning mathematics. Characterizes Klein's model-based practice and…
Descriptors: Creative Thinking, Elementary Secondary Education, Epistemology, Mathematical Models

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