The Moore Prize is awarded for an outstanding research article to have appeared in one of the AMS primary research journals (namely, the Journal of the AMS, Proceedings of the AMS, Transactions of the AMS, Memoirs of the AMS, Mathematics of Computation, Electronic Journal of Conformal Geometry and Dynamics, and Electronic Journal of Representation Theory) during the six calendar years ending a full year before the meeting at which the prize is awarded.
### About this Prize

**Most Recent Prize: 2019**

**See previous winners**

**Next Prize:**
January 2020

**Nomination Period:**
1 March - 30 June, 2021

The prize was established in 2002 in honor of E. H. Moore. Among other activities, Moore founded the Chicago branch of the American Mathematical Society, served as the Society's sixth President (1901-1902), delivered the Colloquium Lectures in 1906, and founded and nurtured the *Transactions of the AMS*.

The current prize amount is US$5,000, awarded every three years.

The 2019 E.H. Moore Research Article Prize was awarded to **Ciprian Manolescu**, University of California, Los Angeles, for the paper "Pin(2)-equivariant Seiberg-Witten Floer homology and the triangulation conjecture," published in the Journal of the American Mathematical Society (Vol. 29, No. 1, Jan. 2016, pp. 147-176).

Prize announcement as seen in *Notices of the AMS* and in the news release.

**Nomination Procedure:**

Submit a letter of nomination, a complete bibliographic citation for the work being nominated, and a brief citation that explains why the work is important.