Summary: 



NONEXISTENCE OF REFLEXIVE IDEALS IN

IWASAWA ALGEBRAS OF CHEVALLEY TYPE



K. ARDAKOV, F. WEI AND J. J. ZHANG



Abstract.Let be a root system and let (Zp) be the standard Chevalley
Zp-Lie algebra associated to . For any integer t > 1, let G be the unif*
*orm
pro-p group corresponding to the powerful Lie algebra pt (Zp) and suppose
that p > 5. Then the Iwasawa algebra G has no nontrivial two-sided refl*
*exive

Source: Ardakov, Konstantin - School of Mathematical Sciences, University of Nottingham

Collections: Mathematics