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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
It Is All about Inquiry: A Cross-Disciplinary Conversation about the Shared Foundations for Teaching
Firkins Nordstrom, Jennifer A.; Sumner, David Thomas – PRIMUS, 2017
This paper brings together general principles for teaching inquiry across disciplines with those generally employed in mathematics classrooms. It describes some broad principles of teaching inquiry to first-year writing students and shows how these can be employed in the context of a course on game theory in popular culture. Although undergraduate…
Descriptors: Inquiry, Writing Instruction, Mathematics Instruction, Teaching Methods
Coe, Paul R.; Alonzi, Loreto Peter; Condon, Daniel; Butterworth, William T. – PRIMUS, 2007
Prisoner's Dilemma is a common game theory scenario in which two players must choose between acting cooperatively or out of pure self-interest. What a player decides affects not only his own outcome but also that of the other player. "Friend or Foe," a TV game show that has appeared on the cable Game Show Network (GSN), places pairs of contestants…
Descriptors: Game Theory, Trusts (Financial), Television, Teamwork
Butterworth, William T.; Coe, Paul R. – PRIMUS, 2004
"The Price is Right" ("TPIR") is a rich source of examples of applied probability, combinatorics, and game theory. While some of the games played on stage by individual contestants stress a knowledge of pricing, many are also heavily based on probability. "TPIR" stage games are a treasury of interesting modules that can be effective learning tools…
Descriptors: Game Theory, Mathematics Education, Probability, Mathematics Anxiety
Jones, Michael A. – PRIMUS, 2003
In 1945, Bronislaw Knaster proposed a procedure to divide any number of indivisible goods between a finite number of players requiring the players to place monetary values or bids on all of the goods. Often discussed in math for liberal arts courses that concentrate on contemporary applications of mathematics for non-major students, Knaster's…
Descriptors: Advanced Students, Game Theory, Calculus, Liberal Arts