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Algebraic combinatorics / Algebraic geometry / Israel Gelfand / Lie algebras / Representation theory / Andrei Zelevinsky / Hyperdeterminant / Quantum group / Kazhdan–Lusztig polynomial / Abstract algebra / Algebra / Mathematics


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Document Date: 2014-03-03 04:40:06


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City

Moscow / Sharon / Warsaw / Boston / New York / Tokyo / Berlin / Providence / Vienna / Lyon / Okayama / /

Company

MSRI / Selecta Mathematica / IMRN / Transformation Groups / Algebra & Number Theory / Mathematics / Oxford University Press / Journal of Algebraic Combinatorics / Advances / /

Country

United States / /

Currency

pence / /

/

Event

Person Communication and Meetings / /

Facility

Northeastern University / Moscow State University / Jewish People’s University / Hall Polynomials / /

IndustryTerm

machinery / algebras portal / greedy algorithms / integrable systems / tensor product / holonomic systems / /

Organization

Jewish People’s University in Moscow / Northeastern University in Boston / Scientific Council for Cybernetics / Cornell / Scientific Advisory Board of MSRI / Moscow State University / Oxford University / /

Person

Gregory / Alexandre Kirillov / B. Sturmfels / Julia / Salvatore Stella / Tonny Springer / Vladimir Arnold / Joseph Bernstein / Ahmet Seven / Arkady Berenstein / Oleg Gleizer / Sergey Fomin / Thao Tran / A. Vince / Sachin Gautam / ANDREI ZELEVINSKY / Daniel Labardini-Fragoso / A. Zelevinsky / I. M. Gelfand / V. V. Serganova / M. I. Graev / Leo / Natalia / M. M. Kapranov / Galina / T. V. Alekseevskaya / Vladimir Retakh / Katya / Vladlen / Peter Magyar / Jerzy Weyman / Mathematical Papers / Yuri Manin / Giovanni Cerulli Irelli / F. Petrov / V / Mikhail Kapranov / Israel M. Gelfand / Paul Sherman / V. A. Vasiliev / DAN SSSR / Duke Math / Shih-Wei Yang / /

Position

journal editor / advisor / advisors / General / mathematician / Corresponding Author / professor / Managing Editor / /

ProvinceOrState

New York / Rhode Island / Massachusetts / /

PublishedMedium

Journal of Algebraic Combinatorics / /

URL

http /

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