Alexanderson Award

File:AlexandersonAwardMedal.jpg

{{Short description|Mathematics award}}

The Alexanderson Award{{cite web | title= Alexanderson Award Recipients | website=AIM | url=https://aimath.org/alexanderson-award-recipients/ | access-date=2 April 2024}} is given annually by the American Institute of Mathematics.

The award was instituted in 2018. It honors a notable paper resulting from an AIM activity (workshop, research community, or SQuaRE).{{cite journal | title=AIM: Building and Supporting Collaborative Research Communities | journal=The Mathematical Intelligencer | first1=Brianna| last1=Donaldson| first2=David | last2=Farmer | first3=Sally | last3=Koutsoliotas | first4=Michelle | last4=Manes | date=24 March 2024 | doi=10.1007/s00283-024-10336-3 | url=https://link.springer.com/article/10.1007/s00283-024-10336-3 | access-date=2 April 2024| doi-access=free }}

Motivation

The award was conceived of by John Fry in order to honor Gerald L. Alexanderson, Professor at Santa Clara University and founding chair of AIM's board of trustees.

Prize

Winners of the Alexanderson Award are given a medal, a cash prize and a trip to Bock Cay in the Bahamas.

Awardees

class="wikitable"

!Year

! Winners

! Paper

! AIM Activity

2018{{cite web | title= Alexanderson Award | website=AIM | url=https://aimath.org/alexanderson-award/ | access-date=2 April 2024}}Alexei Borodin, Ivan Corwin, and Patrik Ferrari“Free energy fluctuations for directed polymers in random media in 1+1 dimensions,” Communications in Pure and Applied Mathematics, 2014.{{cite journal |last1=Borodin |first1=Alexei |last2=Corwin |first2=Ivan |last3=Ferrari |first3=Patrik |title=Free Energy Fluctuations for Directed Polymers in Random Media in 1 + 1 Dimension |journal=Communications on Pure and Applied Mathematics |date=July 2014 |volume=67 |issue=7 |pages=1129–1214 |doi=10.1002/cpa.21520|arxiv=1204.1024 }}October 2011 workshop, “The Kardar–Parisi–Zhang equation and universality class.”{{cite web |title=ARCC Workshop: The Kardar-Parisi-Zhang equation and universality class |url=https://aimath.org/pastworkshops/kpzequation.html |website=aimath.org}}
2019{{cite web | title= Alexanderson Award 2019 | website=AIM | url=https://aimath.org/alexanderson-award-2019/ | access-date=2 April 2024}}Paul Bruillard, Siu-Hung Ng, Eric C. Rowell, and Zhenghan Wang“Rank-finiteness for modular categories,” Journal of the American Mathematics Society, 2016.{{cite journal |last1=Bruillard |first1=Paul |last2=Ng |first2=Siu-Hung |last3=Rowell |first3=Eric |last4=Wang |first4=Zhenghan |title=Rank-finiteness for modular categories |journal=Journal of the American Mathematical Society |date=21 July 2015 |volume=29 |issue=3 |pages=857–881 |doi=10.1090/jams/842|arxiv=1310.7050 }}March 2012 workshop, “Classifying fusion categories.”{{cite web |title=ARCC Workshop: Classifying fusion categories |url=https://aimath.org/pastworkshops/fusioncat.html |website=aimath.org}}
2020{{cite web | title= Alexanderson Award 2020 | website=AIM | url=https://aimath.org/alexanderson-award-2020/ | access-date=2 April 2024}}Laura DeMarco, Holly Krieger, and Hexi Ye“Uniform Manin–Mumford for a family of genus 2 curves,” Annals of Mathematics, 2020.{{cite journal |last1=DeMarco |first1=Laura |last2=Krieger |first2=Holly |last3=Ye |first3=Hexi |title=Uniform Manin-Mumford for a family of genus 2 curves |journal=Annals of Mathematics |date=1 May 2020 |volume=191 |issue=3 |doi=10.4007/annals.2020.191.3.5|arxiv=1901.09945 }}2016–2019 SQuaRE, “Dynamical Andre-Oort Questions.”{{cite web |title=Past SQuaREs {{!}} American Inst. of Mathematics |url=https://aimath.org/pastsquares/#andreoort}}
2022{{cite web | title= Alexanderson Award 2022 | website=AIM | url=https://aimath.org/alexanderson-award-2022-2/ | access-date=2 April 2024}}Jan Bruinier, Benjamin Howard, Stephen S. Kudla, Michael Rapoport, and Tonghai Yang“Modularity of generating series of divisors on unitary Shimura varieties,” Astérisque, 2020.{{cite journal |last1=Bruinier |first1=Jan H. |last2=Howard |first2=Benjamin |last3=Kudla |first3=Stephen S. |last4=Rapoport |first4=Michael |last5=Yang |first5=Tonghai |title=Modularity of generating series of divisors on unitary Shimura varieties |journal=Astérisque |date=2020 |volume=421 |pages=7–125 |doi=10.24033/ast.1126|arxiv=1702.07812 }}{{cite journal |last1=Bruinier |first1=Jan H. |last2=Howard |first2=Benjamin |last3=Kudla |first3=Stephen S. |last4=Rapoport |first4=Michael |last5=Yang |first5=Tonghai |title=Modularity of generating series of divisors on unitary Shimura varieties II: arithmetic applications |journal=Astérisque |date=2020 |volume=421 |pages=127–186 |doi=10.24033/ast.1127|arxiv=1710.00628 }}2014–2016 SQuaRE, “Modularity of Generating Series for Special Cycles.”{{cite web |title=Past SQuaREs {{!}} American Inst. of Mathematics |url=https://aimath.org/pastsquares/#modularitycycle}}
2023{{cite web | title= Alexanderson Award 2023 | website=AIM | url=https://aimath.org/wp-content/uploads/AA-2023-Summary.pdf | access-date=2 April 2024}}Kaisa Matomäki, Maksym Radziwiłł, Terence Tao, Joni Teräväinen, and Tamar Ziegler“Higher uniformity of bounded multiplicative functions in short intervals on average,” Annals of Mathematics, 2023.{{cite journal |last1=Matomäki |first1=Kaisa |last2=Radziwiłł |first2=Maksym |last3=Tao |first3=Terence |last4=Teräväinen |first4=Joni |last5=Ziegler |first5=Tamar |title=Higher uniformity of bounded multiplicative functions in short intervals on average |journal=Annals of Mathematics |date=1 March 2023 |volume=197 |issue=2 |doi=10.4007/annals.2023.197.2.3|url=https://resolver.caltech.edu/CaltechAUTHORS:20210825-184540549 |arxiv=2007.15644 }}December 2018 workshop, “Sarnak's conjecture.”{{cite web |title=ARCC Workshop: Sarnak's conjecture |url=https://aimath.org/pastworkshops/sarnakconjecture.html |website=aimath.org}}

References