Levi L. Conant Prize
This prize was established in 2000 in honor of Levi L. Conant to recognize the best expository paper published in either the Notices of the AMS or the Bulletin of the AMS in the preceding five years.
The Conant Prize is awarded annually in the amount of US$1,000.
Nominations with supporting information should be submitted using the online form available here: www.ams.org/profession/prizes-awards/nominations. Include a short description of the work that is the basis of the nomination, including complete bibliographic citations. A brief curriculum vitae for the nominee should be included. Those who prefer to submit by postal mail may send nominations to the AMS Secretary, Carla Savage, Box 8206, Computer Science Department, North Carolina State University, Raleigh, NC 27695-8206. The nominations will be forwarded by the Secretary to the prize selection committee, which will make the final decision on the awarding of this prize.
Most Recent Prize: 2016
Daniel Rothman received the 2016 Conant Prize for his paper "Earth's Carbon Cycle: A Mathematical Perspective", Bulletin of the AMS (2015). He gives the reader an understanding of the Earth's carbon cycle by applying classical ideas from applied mathematics to the data at hand.
About the Prize
Levi L. Conant was a mathematician and educator who spent most of his career as a faculty member at Worcester Polytechnic Institute. He was head of the mathematics department from 1908 until his death and served as interim president of WPI from 1911 to 1913. Conant was noted as an outstanding teacher and an active scholar. He published a number of articles in scientific journals and wrote four textbooks. His will provided for funds to be donated to the AMS upon his wife’s death.
Prize winners are invited to present a public lecture at Worcester Polytechnic Institute as part of their Levi L. Conant Lecture Series, which was established in 2006. Find and download videos of previous Conant Lectures.
See previous prizes
Photo of Levi L. Conant courtesy of Worcester Polytechnic Institute.