MinGong1ĸ˲ /u/MinGong1

Amol Aggarwalţ2020۲ʿ

1082 Ķ 2020-6-20 11:02 |ϵͳ:۲

Amol Aggarwalţ2020۲ʿ

                          2020620

 

Amol Aggarwal2015MITѧϵƱҵһֱڹѧ۲ʿ䵼ʦǹʸ۴Alexei Borodin1975625ڿFermat PrizeLoeve PrizeHenri Poincare PrizeŷѧʮѧҽȵѧҴ1Сʱᱨߣ2014+45뱨ߣ2010Fieldsѡˣ20102014Ann. Math.ίԱԤ2020격ʿҵ202071տʼAmol AggarwalClay Mathematics Institute5Clay Research Fellow

Amol Aggarwalѧ£https://claymath.org/people/amol-aggarwal

His research lies largely in probability theory and combinatorics, as well as their connections to mathematical physics, integrable systems, and dynamical systems. 

   Aggarwal has already established himself as a powerful mathematician, resolving several longstanding conjectures of broad interest. His achievements to date include his proof of the local statistics conjecture for lozenge tilings, prescribing how local correlations for random tilings of large domains asymptotically depend on their boundary conditions. He also provided rigorous proofs for predicted phase transitions in the six-vertex model -- a fundamental system from statistical mechanics -- and for predicted asymptotic distributions in the one-dimensional asymmetric simple exclusion process, an important prototype for interacting particle systems. In a different direction, he proved the conjecture of Eskin and Zorich describing large genus asymptotics of the Masur-Veech volumes and the Siegel-Veech constants of moduli spaces of Abelian differentials.

     ֹ2020620գAmol Aggarwalʽ13ƪġܷ2ƪģhttp://people.math.harvard.edu/~agg_a/research.html

    Invent. Math. (2020)Geom. Funct. Anal. (2019) Ann. Probab.  (2019)Probab. Theory Related Fields (2019)Duke Math. J. (2018)J. Combin. Theory Ser. A (2015)J. Amer. Math. Soc.ܷComm. Math. Phy.ܷ

     ʣAmol Aggarwalţ2020۲ʿ

 

     йҪΪѧǿʱijҪѧţѧʿйѧʿһҵڹʶѧ˹١MITţ򡢽ŵȣҵʿ󣩻϶ѧԸйĴѧоӦһʮҪһҪйѧǰԼеķʽʱijĿԴִܵĸ߶ȡ




/blog-1687789-1238629.html

һƪѧѧȥIMPA
ղ

2

òעû ¼ (0 )

ݼ...
ض

ɨһɨ˲

ȫѡĵ

Archiver|ֻ|ѧ ( ICP07017567-12 )

GMT+8, 2020-6-23 05:31

Powered by ScienceNet.cn

Copyright © 2007- йѧ

ض
Baidu
sogou