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Paradoxes in Mathematics
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Description
Paradoxes in MathematicsThere's more than one way to define a paradox, and this intriguing book offers examples of every kind. Stanley J. Farlow, a prominent educator and author, presents a captivating mix of mathematical paradoxes: the kind with surprising, nonintuitive outcomes; the variety that rely on mathematical sleight of hand to impress the unwary observer; and the baffling type with a solution that passes all understanding. Students and puzzle enthusiasts will find
avocations
Heat transfer
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it was first performed publicly at the Théâtre du Châlet in Paris in 1908
systematic organization
and a predilection for acts of sadism and sexual perversity
and other scientists using differential equations
For Dover's edition
and other wilderness enthusiasts
Two principal concepts occur throughout: a treatment of scattering from real scatterers (leading to Huygens’ principles
Included are "Jack and the Beanstalk
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