The Fate of Schrodinger's Cat Using Math and Computers to Explore the Counterintuitive

"Can we correctly predict the flip of a fair coin more than half the time - or the decay of a single radioactive atom? Our intuition, based on a lifetime of experience, tells us that we cannot, as these are classic examples of what are known to be 50-50 guesses. But mathematics is filled with c...

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Bibliographic Details
Main Author: Stein, James D. 1941- (Author)
Format: Book
Language:English
Published: New Jersey World Scientific Publishing Company 2020
©2020
Series:Problem solving in mathematics and beyond volume 17
Subjects:
Online Access:Click Here to View Status and Holdings.
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245 1 4 |a The Fate of Schrodinger's Cat  |b Using Math and Computers to Explore the Counterintuitive  |c James D. Stein, California State University Long Beach 
264 # 1 |a New Jersey  |b World Scientific Publishing Company  |c 2020 
264 # 1 |c ©2020 
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504 # # |a Includes bibliographical references and index 
520 # # |a "Can we correctly predict the flip of a fair coin more than half the time - or the decay of a single radioactive atom? Our intuition, based on a lifetime of experience, tells us that we cannot, as these are classic examples of what are known to be 50-50 guesses. But mathematics is filled with counter-intuitive results - and this book discusses some surprising and entertaining examples. It is possible to devise experiments in which a flipped coin lands heads completely at random half the time, but we can also correctly predict when it will land heads more than half the time. The Fate of Schrodinger's Cat shows how high-school algebra and basic probability theory, with the invaluable assistance of computer simulations, can be used to investigate both the intuitive and the counter-intuitive. This book explores fascinating and controversial questions involving prediction, decision-making, and statistical analysis in a number of diverse areas, ranging from whether there is such a thing as a "hot hand" in shooting a basketball, to how we can successfully predict, more than half the time, the decay of the radioactive atom that determines the fate of Schrodinger's Cat"--  |c Provided by publisher 
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526 0 # |a Problem Solving in Mathematics  |b Bachelor of Science Education (Hons.) Mathematics  |5 Faculty of Education 
650 # 0 |a Probabilities  |v Popular works 
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