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Rozema, Edward – College Mathematics Journal, 2007
Recent events have led to an increased interest in emerging infectious diseases. This article applies various deterministic models to the SARS epidemic of 2003 and a measles outbreak in the Netherlands in 1999-2000. We take a historical approach beginning with the well-known logistic curve and a lesser-known extension popularized by Pearl and Reed…
Descriptors: Foreign Countries, Calculus, Mathematics Instruction, History
Peer reviewedMakowski, George J.; Strong, William R. – Journal of Geography, 1996
Shows that the experiment of the ancient Greek mathematician and geographer, Eratosthenes, can be replicated and used to teach geographic concepts. Eratosthenes calculated the most accurate ancient measurement of earth based on fundamental mathematics concepts and earth-sun relations. Includes instructions, illustrations, graphs, and historical…
Descriptors: Ancient History, Astronomy, Estimation (Mathematics), Geography
Schneider, Stephen H. – Scientific American, 1989
Discusses the global change of climate. Presents the trend of climate change with graphs. Describes mathematical climate models including expressions for the interacting components of the ocean-atmosphere system and equations representing the basic physical laws governing their behavior. Provides three possible responses on the change. (YP)
Descriptors: Climate, Climate Control, Environmental Influences, Higher Education
Hjalmarson, Margret; Diefes-Dux, Heidi A.; Bowman, Keith; Zawojewski, Judith S. – Journal of STEM Education: Innovations and Research, 2006
We have designed model-development sequences using a common context to provide authentic problem-solving experiences for first-year students. The model-development sequence takes a model-eliciting activity a step further by engaging students in the exploration and adaptation of a mathematical model (e.g., procedure, algorithm, method) for solving…
Descriptors: Problem Solving, Learning Experience, College Freshmen, Mathematical Models

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