In Praise of Mathematics
In Praise of Mathematics
Translated by Susan Spitzer

Why bother to praise mathematics when you claim, as Alain Badiou does, that philosophy is first and foremost a metaphysics of happiness, or else it’s not worth an hour of trouble? What possible relationship can there be between mathematics and happiness?

That is precisely the issue at stake in this dialogue, which serves as a very accessible introduction to what mathematics is and an exploration of the crucial influence it has always exerted on the greatest philosophers. Far from the thankless, pointless exercises they are often thought to be, mathematics and logic are indispensable guides to ridding ourselves of dominant opinions and making possible an access to truths, or to a human experience of the utmost value. That is why mathematics may well be the shortest path to the true life, which, when it exists, is characterized by an incomparable happiness.

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From Wiley.com

More Info
  • October 2016
  • 144 pages
  • 130 x 199 mm / 5 x 8 in
Available Formats
  • Hardback $45.00
  • 9781509512027
  • Open eBook $12.95
  • 9781509512065
Table of Contents
  • Contents
  • I Mathematics Must be Saved
  • II Philosophy and Mathematics, or the Story of an Old Couple
  • III What is Mathematics About?
  • IV An Attempt at a Mathematics-based Metaphysics
  • V Does Mathematics Bring Happiness?
  • Conclusion
About the Author
Alain Badiou is a writer, philosopher and an Emeritus Professor at the École normale supérieure, Paris.
Gilles Haéri is Centrale Paris and Director General of the French publishing house Éditions Flammarion.
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Reviews

“Badiou allows not only those in the know, but also those ignorant of geometry to enter here into his enchanting defense of mathematics. Packed with a variety of pleasures, this brief text introduces readers to brilliantly quirky mathematicians; philosophical problems with mathematical underpinnings; tricks of the trade, such as how to use the false to snare the truth; the passion of form; and the exquisite joy of the QED.”
Joan Copjec, Brown University

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