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John Allen Paulos

John Allen Paulos is both a working mathematician, a journalist, and a social commentator. He received his Ph.D in mathematics from the University of Wisconsin and now holds a chair as Professor of Mathematics at Temple University. He has written scholarly articles on mathematical logic, probability, and the philosophy of science, and numerous articles in the popular press on mathematical topics and issues.

John Allen Paulos

Paulos is one of the great popularizers of mathematics. Like Launcelot Hogben, Phillip Davis, and Reuben Hersh, Paulos has written books designed to make the arcana of mathematics accessible to lay persons. This is not an easy feat because a great deal of what mathematicians do is not easily translatable into common language. At least part of his motivation in undertaking such difficult work is derived from his concern that innumeracy constitutes something of a social problem. It may be said that the degree to which Paulos shows a concern with the “social relevance” of mathematics and mathematical education brands him as being somewhat extraordinary among working mathematicians.

Part of Paulos’ public persona involves a vibrant sense of humor. Rudy Rucker, in a review of Paulos’, A Mathematician Reads the Newspapers, has criticized him for making “truly corny jokes”. There may be, however, a measure of art in Paulos’ joking because humor dispels fear and lay persons tend to be fearful of the complexities of mathematics. It is to be noted that Davis’ and Hersh’s popular treatment of mathematics, The Mathematical Experience also contains good humor.
Poulos lost money in the stock market—on WorldCom--and told David Futrelle of Money, “I don’t think of myself as a victim, just momentarily stupid”. In the same interview he stated that “The market is the world’s largest playground for numbers”. His self-deprecating remark illustrates his sense of humor. His remark concerning the market is illustrative of his eclecticism. Paulos seems to love numbers and he is willing to look at them wherever they manifest themselves, not just where they manifest themselves in the rigorous and highly formalized world of the professional mathematician.

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