Difference between revisions of "Mathematical Modeling"
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Mathematical modeling is a course offered almost (but not quite) exclusively at Saratoga. Its curriculum is somewhat mysterious; the name of the course and the description in the catalogue don't give too much away. Basically, it is a hodge-podge of applied mathematics, covering everything from voting theory and fair division (it overlaps with [[Course:GAME|Game Theory]] here) to fractals, the Fibonacci sequence, the golden ratio, and statistics. | Mathematical modeling is a course offered almost (but not quite) exclusively at Saratoga. Its curriculum is somewhat mysterious; the name of the course and the description in the catalogue don't give too much away. Basically, it is a hodge-podge of applied mathematics, covering everything from voting theory and fair division (it overlaps with [[Course:GAME|Game Theory]] here) to fractals, the Fibonacci sequence, the golden ratio, and statistics. | ||
| − | Be forewarned: since it is a math course with few | + | Be forewarned: since it is a math course with few prerequistes, it tends to be full of first-year boys. |
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| + | [[Category:Courses]] | ||
Revision as of 22:41, 13 August 2006
Mathematical modeling is a course offered almost (but not quite) exclusively at Saratoga. Its curriculum is somewhat mysterious; the name of the course and the description in the catalogue don't give too much away. Basically, it is a hodge-podge of applied mathematics, covering everything from voting theory and fair division (it overlaps with Game Theory here) to fractals, the Fibonacci sequence, the golden ratio, and statistics.
Be forewarned: since it is a math course with few prerequistes, it tends to be full of first-year boys.
