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Jungck, John R. – PRIMUS, 2022
Finite Mathematics has become an enormously rich and productive area of contemporary mathematical biology. Fortunately, educators have developed educational modules based upon many of the models that have used Finite Mathematics in mathematical biology research. A sufficient variety of computer modules that employ graph theory (phylogenetic trees,…
Descriptors: Mathematics Instruction, Teaching Methods, Mathematical Models, Learning Modules
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McGuffey, William – Journal of Mathematics Education at Teachers College, 2017
In this article I explore some of the underlying mathematics of Poke´mon battles and describe ways that teachers at the secondary level could explore concepts of mathematical game theory in this context. I discuss various ways of representing and analyzing a Poke´mon battle using game theory and conclude with an example of applying concepts of…
Descriptors: Video Games, Mathematics Instruction, Mathematical Models, Game Theory
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Vaninsky, A. – International Journal of Mathematical Education in Science & Technology, 2007
The paper's aim is to demonstrate the utility of the well-known Nim game when it is used as a tool in teaching the binary system. A way to increase student comprehension, it also forms a basis for student projects and extracurricular activities on the topic. The paper offers descriptions of two versions of the game and the underlying mathematical…
Descriptors: Mathematical Concepts, Extracurricular Activities, Educational Games, Class Activities
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Correa, Hector – Higher Education Policy, 2001
Explaining that grade inflation may result from the professor's competition for favorable student evaluations, asserts that the Theory of Games could be useful for analyzing interactions among professors and their impact on the number of students attracted to their courses. Presents a model based on these assumptions and analyzes policy-relevant…
Descriptors: College Faculty, Competition, Enrollment Influences, Game Theory
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Merz, Thomas E. – Journal of Economic Education, 1996
Uses the various strategies involved in baseball to illustrate basic concepts in game theory. Specifically discusses Willie Mays' base-stealing strategy and how it relates to probability and risk. Reminds students that expected results depend on adopted assumptions. (MJP)
Descriptors: Baseball, Decision Making, Economics Education, Game Theory