Perplexing paradoxes Unraveling enigmas in the world around us

George Szpiro, 1950-

Book - 2024

This book will examine paradoxes in diverse areas of thought: philosophy, mathematics, physics, economics, political science, psychology, computer science, logic, statistics, linguistics, law, etc. Though the treatment of each paradox is rigorous, the book will be written accessibly with a lighthearted and humorous tone so as to keep the reader engaged. Each chapter will focus on a single paradox, structured roughly like so: 1. A question is asked in the context of a story. As an answer, the paradox is presented (which often results in an aha moment). The historical background of the paradox is recounted. 2. The dénouement explains how the paradox is resolved or why there is no resolution. 3. The chapter ends with further remarks, usually ...contemporary real-world examples or applications of said paradox. Some examples of the paradoxes covered are the Axiom of Choice (Mathematics), Monty Hall Problem (Statistics), Morgenbesser's Paradox (Linguistics), Tea Leaves Paradox (Physics), The Ultimatum Game (Economics), and The Chicken or Egg Question (Evolution) --

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165/Szpiro
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2nd Floor New Shelf 165/Szpiro (NEW SHELF) Due Jun 20, 2024
Subjects
Genres
Informational works
Published
New York : Columbia University Press [2024]
Language
English
Main Author
George Szpiro, 1950- (author)
Physical Description
xviii, 336 pages : illustrations ; 23 cm
Bibliography
Includes bibliographical references and index.
ISBN
9780231213769
Contents unavailable.
Review by Publisher's Weekly Review

In this lackluster outing, Swiss mathematician Szpiro (Numbers Rule) investigates 60 paradoxes from economics, philosophy, politics, and other disciplines. He notes the contradictory nature of Socrates's apocryphal pronouncement, "I know that I know nothing," and elucidates the statistical reasoning behind why contestants on Let's Make a Deal, when given the option to pick which of three doors holds a prize inside, should always change their guess after the host eliminates one of the incorrect options. Other "paradoxes" might more reasonably be described as unintuitive facts, as when Szpiro explains that the perception that one's friends are more popular than oneself is often accurate because "people with lots of friends are more likely to be among your circle of friends." The economic paradoxes are particularly contrived, such as when Szpiro unconvincingly contends that the incentives felt by competing companies to undercut each other's prices somehow contain a contradiction. Elsewhere, math-heavy paradox explanations are likely to elude the general reader; for instance, a particularly arcane discussion draws on "the theory of combinatorics" and Bayes's theorem to explain why mathematicians disagree over whether slight differences in the proportion of newborn girls and boys constitutes a 50-50 split. The real enigma is how such a promising book idea came up so short. (Feb.)

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