Support H-Net | Buy Books Here | Help Support the NBN and NBN en Español on Patreon | Visit New Books Network en Español!
- African Studies
- African American Studies
- American Politics
- American Studies
- American South
- American West
- Asian American Studies
- Australian and New Zealand Studies
- British Studies
- Canadian Studies
- Caribbean Studies
- Central Asian Studies
- Chinese Studies
- East Asian Studies
- Eastern European Studies
- European Politics
- French Studies
- German Studies
- Iberian Studies
- India Studies
- Indian Ocean World
- Iranian Studies
- Irish Studies
- Israel Studies
- Italian Studies
- Japanese Studies
- Korean Studies
- Latino Studies
- Latin American Studies
- Mexican Studies
- Middle Eastern Studies
- Native American Studies
- Pacific Studies
- Polish Studies
- Russian and Eurasian Studies
- Southeast Asian Studies
- South Asian Studies
- Turkish Studies
- Ukrainian Studies
- Western European Studies
- World Affairs
- Animal Studies
- Anthropology
- Archaeology
- Business, Management, and Marketing
- Media
- Critical Theory
- Disability Studies
- Drugs, Addiction and Recovery
- Education
- Economics
- Finance
- Geography
- Gender Studies
- Genocide Studies
- Higher Education
- Human Rights
- Journalism
- Language
- Law
- LGBTQ+ Studies
- National Security
- Philosophy
- Policing, Incarceration, and Reform
- Political Science
- Politics & Polemics
- Public Policy
- Sex, Sexuality, and Sex Work
- Sociology
- Sound Studies
- Sports
- Urban Studies
Nov 15, 2019
Curves for the Mathematically Curious
An Anthology of the Unpredictable, Historical, Beautiful, and Romantic
Summary
Today I talked to Julian Havil about his latest book Curves for the Mathematically Curious: An Anthology of the Unpredictable, Historical, Beautiful, and Romantic (Princeton University Press, 2019). You don’t have to be mathematically curious to appreciate Julian’s talent for weaving mathematics and history together – but mathematical curiosity and a year or two of calculus will greatly add to your enjoyment of it. This is not your father’s – or grandfather’s – standard collection of conic sections, with perhaps a few curves of higher degree thrown in. This is a collection of elegant, unusual, and mathematically significant curves, chosen by a connoisseur, and beautifully presented for your delectation. You may recognize a few old favorites – the catenary and the normal curve come to mind – but many of the others will be new to you, as they were to me.
