Back to Results
First PageMeta Content
Infinite group theory / Topological groups / Finite groups / Profinite group / P-group / Aner Shalev / Subgroup growth / Residually finite group / Pro-p group / Abstract algebra / Group theory / Algebra


Document Date: 2001-03-09 11:22:01

Open Document

File Size: 106,72 KB

Share Result on Facebook

City

Berlin / Nottingham / London / /

Company

Vavilov / Profinite / Cambridge University Press / Simple / A. S HALEV / P SLn / P SL2 / A. M ANN / E. I. ZELMANOV / A8 / Positively / Math / D. SEGAL / E8 / Space / S. DONKIN / Sn / D. S EGAL / Di Martino / Zp / Wilson / M.P.F. DU SAUTOY / Lazard / VOLUME 48 / A. MANN / A. SHALEV / A. L UBOTZKY / M. F. NEWMAN / Galois / Suzuki / Suppose G / C. R. LEEDHAM-GREEN / Geom / /

Country

Israel / /

Currency

pence / /

/

Facility

The Hebrew University of Jerusalem / Institute of Mathematics / /

IndustryTerm

symplectic groups / algorithmic applications / black-box groups / ambient / infinite pro-p / cyclic groups / p-adic analytic pro-p groups / wreath product / recent applications / classical / pro-p groups / matrix groups / positive solution / asymptotic solution / permutation groups / additive / symmetric / finite classical / /

MusicGroup

Math / /

Organization

Cambridge University / Institute of Mathematics / International Congress / New Horizons / Hebrew University of Jerusalem / /

Person

Aner Shalev / /

Position

professor of mathematics / /

Product

Sz / Gk / /

SocialTag