New Books in Mathematics

Interviews with Mathematicians about their New Books Support our show by becoming a premium member! https://newbooksnetwork.supportingcast.fm/mathematics

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Episodes

Leila Schneps and Coralie Colmez, “Math on Trial” (Basic Books, 2013)

You may well have seen “Numb3rs,” a TV show in which mathematicians help solve crimes. It’s fiction. But, as Leila Schneps and Coralie Colmez show in their eye-opening new book Math on Trial: How Numbers Get Used and Abused in the Court Room (Basic Books, 2013) math does play a role in criminal prosecution. Alas, it’s often bad math and, as such, often leads to bad outcomes: people get off who shouldn’t and others get convicted who shouldn’t. Schneps and Colmez show how math has been misused in ...

Mar 13, 2013•1 hr 1 min

Catherine Jami, “The Emperor’s New Mathematics: Western Learning and Imperial Authority During the Kangxi Reign (1662-1722)” (Oxford UP, 2012)

Challenging conventional modes of understanding China and the circulation of knowledge within the history of science, Catherine Jami‘s new book looks closely at the imperial science of the reign of the Kangxi Emperor (r. 1662-1722). It focuses on the history of mathematics in this context, but situates the story of mathematics and Kangxi within a larger framework that extends from the late Ming through the years after Kangxi’s reign, and treating much more than mathematics in the course of the a...

Oct 19, 2012•1 hr 10 min

Roger Hart, “The Chinese Roots of Linear Algebra” (Johns Hopkins UP, 2011)

Roger Hart‘s The Chinese Roots of Linear Algebra (Johns Hopkins University Press, 2011) is the first book-length study of linear algebra in imperial China, and is based on an astounding combination of erudition and expertise in both Chinese history and the practice and history of linear algebra. Alternating among an interdisciplinary array of materials and ideas that range from the Nine Chapters on the Mathematical Arts to modern matrix theory, Hart argues for the importance of visualization to ...

Jul 27, 2012•1 hr 8 min

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