Aaron Lauda

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Mikhail KhovanovProfessor of Mathematics, Columbia UniversityAdresse e-mail validée de math.columbia.edu
Anna BeliakovaUniversity of ZurichAdresse e-mail validée de math.uzh.ch
John BaezProfessor of Mathematics, University of California, RiversideAdresse e-mail validée de ucr.edu
Kazuo HabiroGraduate School of Mathematical Sciences, University of TokyoAdresse e-mail validée de ms.u-tokyo.ac.jp
Anthony LicataAustralian National UniversityAdresse e-mail validée de anu.edu.au
Monica VaziraniUC DavisAdresse e-mail validée de ucdavis.edu
Alexander EllisUniversity of OregonAdresse e-mail validée de uoregon.edu
Marco MackaayAssociate Professor of Mathematics, Universidade do AlgarveAdresse e-mail validée de ualg.pt
David E. V. RoseUniversity of North Carolina, Chapel HillAdresse e-mail validée de unc.edu
Ben WebsterAssociate Professor of Mathematics, University of Waterloo and Associate Faculty, PerimeterAdresse e-mail validée de uwaterloo.ca
Nathan GeerUtah State UniversityAdresse e-mail validée de usu.edu
Andrew ManionAssistant Professor, NCSUAdresse e-mail validée de ncsu.edu
Thang LeProfessor of Mathematics, Georgia Institute of TechnologyAdresse e-mail validée de math.gatech.edu
İlknur EğilmezApplied Scientist, AmazonAdresse e-mail validée de amazon.com
Andrea AppelUniversità di ParmaAdresse e-mail validée de unipr.it
Matt HogancampNortheastern UniversityAdresse e-mail validée de northeastern.edu

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Aaron Lauda

University of Southern California

Adresse e-mail validée de usc.edu - Page d'accueil

Categorification representation theory low-dimensional topology


Titre Trier par citations Trier par année Trier par titre	Citée par Citée par	Année
A diagrammatic approach to categorification of quantum groups I M Khovanov, A Lauda Representation Theory of the American Mathematical Society 13 (14), 309-347, 2009	689	2009
Higher-dimensional algebra V: 2-groups JC Baez, AD Lauda arXiv preprint math/0307200, 2003	474	2003
A diagrammatic approach to categorification of quantum groups II M Khovanov, AD Lauda Transactions of the American Mathematical Society, 2685-2700, 2011	325	2011
A diagrammatic approach to categorification of quantum groups III M Khovanov, AD Lauda arXiv preprint arXiv:0807.3250, 2008	291*	2008
A categorification of quantum sl (2) AD Lauda Advances in Mathematics 225 (6), 3327-3424, 2010	253	2010
Open–closed strings: Two-dimensional extended TQFTs and Frobenius algebras AD Lauda, H Pfeiffer Topology and its Applications 155 (7), 623-666, 2008	137	2008
Crystals from categorified quantum groups AD Lauda, M Vazirani Adv. Math 228 (2), 803-861, 2011	132	2011
An introduction to diagrammatic algebra and categorified quantum sl (2) AD Lauda arXiv preprint arXiv:1106.2128, 2011	100	2011
Higher-dimensional categories: an illustrated guide book E Cheng, A Lauda Preprint, 2004	98*	2004
Extended graphical calculus for categorified quantum sl (2) M Khovanov, A Lauda, M Mackaay, M Stošić American Mathematical Society 219 (1029), 2012	96	2012
A prehistory of n-categorical physics JC Baez, A Lauda Deep Beauty, 13, 2009	91	2009
Khovanov homology is a skew Howe 2–representation of categorified quantum 𝔰𝔩m AD Lauda, H Queffelec, DEV Rose Algebraic & Geometric Topology 15 (5), 2517-2608, 2015	78	2015
Implicit structure in 2-representations of quantum groups S Cautis, AD Lauda Selecta Mathematica 21, 201-244, 2015	78	2015
Frobenius algebras and ambidextrous adjunctions AD Lauda arXiv preprint math/0502550, 2005	70	2005
The odd nilHecke algebra and its diagrammatics AP Ellis, M Khovanov, AD Lauda International Mathematics Research Notices 2014 (4), 991-1062, 2014	53	2014
State sum construction of two-dimensional open-closed Topological Quantum Field Theories AD Lauda, H Pfeiffer Journal of Knot Theory and its Ramifications 16, 1121-1163, 2006	53	2006
Frobenius algebras and planar open string topological field theories AD Lauda arXiv preprint math/0508349, 2005	48*	2005
Trace as an alternative decategorification functor A Beliakova, Z Guliyev, K Habiro, AD Lauda Acta Mathematica Vietnamica 39, 425-480, 2014	44	2014
An odd categorification of quantum sl(2) AP Ellis, AD Lauda Quantum Topology 7 (2), 329-433, 2016	43*	2016
Categorified quantum sl (2) and equivariant cohomology of iterated flag varieties AD Lauda Algebras and Representation Theory 14, 253-282, 2011	42	2011

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