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CENTRES OF SKEWFIELDS AND COMPLETELY FAITHFUL IWASAWA MODULES
 

Summary: 



CENTRES OF SKEWFIELDS AND COMPLETELY FAITHFUL

IWASAWA MODULES



KONSTANTIN ARDAKOV


Abstract.Let H be a torsion-free compact p-adic analytic group whose Lie
algebra is split semisimple. We show that the quotient skewfield of frac*
*tions of
the Iwasawa algebra H of H has trivial centre and use this result to cl*
*assify
the prime c-ideals in the Iwasawa algebra G of G := H x Zp. We also show
that a finitely generated torsion G-module having no non-zero pseudo-nu*

  

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

 

Collections: Mathematics