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Coxeter group / Lie algebras / Kazhdan–Lusztig polynomial / Reflection group / Weyl group / Iwahori–Hecke algebra / Coxeter–Dynkin diagram / Abstract algebra / Algebra / Geometry


Document Date: 2011-07-29 08:32:25

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File Size: 1,86 MB

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City

Tokyo / Kyoto / Berlin / Cambridge / Providence / Amsterdam / Reading / Honolulu / Aisenstadt / London / Nagoya / /

Company

Banff AB / W234 / G. LUSZTIG / PSL2 / arXiv / Sn / G2 / AddisonWesley Publishing Co. / S3 / D. KAZHDAN / A2 / W236 / C2 / W333 / S4 / W343 / W. Casselman / /

Country

Netherlands / Japan / /

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Facility

Centre National / University of Massachusetts / University of Michigan / /

IndustryTerm

latter / hyperbolic groups / hyperbolic / affine / triangle / triangle groups / finite product / printing / combinatorial tools / symmetric / remetric / twoThe algorithm / /

OperatingSystem

Unix / /

Organization

Centre National / University of Massachusetts / MIT / Cambridge Univ. / U.S. National Science Foundation / University of Michigan / Princeton Univ. / /

Person

George Lusztig / Paul Gunnells / J. Humphreys / E. Sommers / M. Belolipetsky / D. A. VOGAN JR. / Robert MacPherson / /

Position

RT / author / professor of mathematics / /

ProgrammingLanguage

Unix shell / Postscript / /

ProvinceOrState

Hawaii / Michigan / Rhode Island / Nova Scotia / Massachusetts / /

Technology

CRM / Unix / pdf / twoThe algorithm / /

URL

www.math.kth.se / www.math.ubc.ca/~cass / /

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