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Bajracharya, Rabindra R.; Thompson, John R. – Physical Review Physics Education Research, 2016
Problem solving, which often involves multiple steps, is an integral part of physics learning and teaching. Using the perspective of the epistemic game, we documented a specific game that is commonly pursued by students while solving mathematically based physics problems: the "analytical derivation" game. This game involves deriving an…
Descriptors: Mathematics, Epistemology, Games, Problem Solving
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Zimmerman, Seth – International Journal of Mathematical Education in Science and Technology, 2010
This article first notes the misinterpretation of a common thought experiment, and the misleading comment that "systems tend to flow from less probable to more probable macrostates". It analyses the experiment, generalizes it and introduces a new tool of investigation, the simplectic structure. A time-symmetric model is built upon this structure,…
Descriptors: Physics, Scientific Concepts, Misconceptions, Concept Teaching
Pipinos, Savas – Mathematics Teaching, 2010
This article describes one classroom activity in which the author simulates the Newtonian gravity, and employs the Euclidean Geometry with the use of new technologies (NT). The prerequisites for this activity were some knowledge of the formulae for a particle free fall in Physics and most certainly, a good understanding of the notion of similarity…
Descriptors: Physics, Geometry, Simulation, Mathematics Instruction
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Bakhoum, Ezzat G. – Advances in Engineering Education, 2008
A 100 years-old formula that was given by J. J. Thomson recently found numerous applications in computational electrostatics and electromagnetics. Thomson himself never gave a proof for the formula; but a proof based on Differential Geometry was suggested by Jackson and later published by Pappas. Unfortunately, Differential Geometry, being a…
Descriptors: Mathematical Applications, Mathematical Logic, Scientific Concepts, Scientific Principles
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Mac Lane, Saunders – Science, 1980
This is a review of the current research in mathematics involving breadth of ideas. Research includes topics in number theory, classification of all finite simple groups, the representation of group aids in their application to the study of symmetry. (Author/SA)
Descriptors: Classification, Computation, Futures (of Society), Geometry