University of California, Berkeley 4 credits Interdisciplinary Social Science Programs
The analysis of mathematical ideas from the perspective of cognitive science. How ordinary mechanisms of mind (e.g., conceptual metaphor and blending) characterize laws of arithmetic, sets, logic, trigonometry, exponentials, and imaginary numbers. The Basic Metaphor of Infinity and its application to infinite sets, points at infinity, infinitessimals, transfinite numbers, and limits. The meaning of Euler's equation e(pi) + 1 = 0. Why mathematics is not an objective feature of the universe.
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