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Of Men and Numbers: The Story of the Great Mathematicians (Dover Books on Mathematics) Paperback – February 9, 1996
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While mathematics itself may be a formidable subject for many, the lives and accomplishments of history's greatest mathematicians — from Pythagoras to Cantor — offer fascinating reading.
In this delightful and informative recounting, for example, we learn how Pascal's life was abruptly changed by a family of fanatical bonesetters, how Descartes was influenced by three dreams, and how the scholarly Swiss Leonhard Euler (whose famous conjecture was finally disproved in 1959, after 177 years) almost ended up in the Russian navy.
Here, too, are Cardano, the gambler who becomes the 16th century's most fashionable doctor; Archimedes, Newton, and Gauss, often considered the three greatest mathematicians of all times; Lobatchevsky, the inventor of non-Euclidean geometry; and the tragic Galois, a founder of modern higher algebra.
In addition to a wealth of interesting and informative anecdotes, presented in a delightfully conversational style, the author offers lucid, accessible explanations of these thinkers' invaluable contributions to the edifice of modern mathematical thought and to man's understanding of himself and his universe.
- Print length256 pages
- LanguageEnglish
- PublisherDover Publications
- Publication dateFebruary 9, 1996
- Dimensions5.44 x 0.54 x 8.5 inches
- ISBN-100486289737
- ISBN-13978-0486289731
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Product details
- Publisher : Dover Publications (February 9, 1996)
- Language : English
- Paperback : 256 pages
- ISBN-10 : 0486289737
- ISBN-13 : 978-0486289731
- Item Weight : 9.9 ounces
- Dimensions : 5.44 x 0.54 x 8.5 inches
- Best Sellers Rank: #3,280,747 in Books (See Top 100 in Books)
- #1,907 in Mathematics History
- #5,379 in Scientist Biographies
- #11,651 in History & Philosophy of Science (Books)
- Customer Reviews:
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Janes book relates Mathematics to Philosophy - but more contemporary Philosophy from Descartes through Hume and Loche, than Greek. E.T. Bell also relates philosophy to mathematics, but I'd say his Magic of Numbers covers Greek philosophy to mathematics more than his "Men of Mathematics" or, "the Development of Mathematics." E.T. Bell does mention some interesting philosophy of Carnap in the last chapter of his "the Development of Mathematics." He points out the difference between vague ideas and constructive mathematical ideas.
The effort to relate philosophy to mathematics is because some philosophers have keyed on mathematics as the key to the problems of philosophy of knowledge. Study the history of mathematics, and perhaps get some insight on how knowledge works. This and rational philosophy seems to be why Jane Muir wanted to write this. Once again, in terms of Descartes and later philosophers, I think she made a contribution.
But, it's not just whether she made a contribution or not; it's the fact that she saw this connection and pursued it at all. I find in my life from 1975 to Dec 2018, having spent a life trying to explore the philosophy of mathematics, that few intellectuals much less non-intellectuals have tried to go down this path. Only like .0000000001 percent of humanity, namely me, have noted that mankind is the technologically dependent, and hence science and mathematics dependent species. That figuring out nature is what distinguishes humanity from the other life on Earth.
Jane Muir was a rational philosopher in a sea of irrationality, psuedo-science . . . apes dressed in suits. This was her calling card to the future humanity, if there is to be any. I think this book is a treasure for any rational philosopher to read.
- Jane misses a few things like Cardano's discovery that "Tartaglia wasn't the first to solve the general third degree equation, and hence, Cardano felt free of his secrecy oath to Tartaglia to publish it." And a few details like that here and there.
Jane suggests Descartes "the Geometry" is the more significant writing than his philosphy; but, I'm not sure she fully understands how amazing a mathematical work it is. For descartes, his algebraic points on a line are the roots of an algebraic equation, which are the intersections on a line. It took him till he went to the third dimension till he came to make the x,y grid as well.
Her best mathematical understanding seems to be between Newton's calculus and George Cantor's transfinite numbers.
- Jane Muir, as of the time I've discovered her, appears to either have passed away a long time ago; or, has changed last names. I mean there's no wiki or any way of finding out what happened to her. This book is her only record of her existence. Her message is an important one; unfortunately, with almost eight billion people on the Earth, it's almost impossible to enlighten everyone. Mankind will go into the Nano/A.I./and Quantum computer future a mess of thought.

