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KU"NNETH DECOMPOSITIONS FOR QUOTIENT VARIETIES REZA AKHTAR AND ROY JOSHUA
 

Summary: 


KU"NNETH DECOMPOSITIONS FOR QUOTIENT VARIETIES



REZA AKHTAR AND ROY JOSHUA


Abstract.In this paper we discuss K"unneth decompositions for finite quo*
*tients of several classes of smooth
projective varieties. The main result is the existence of an explicit (a*
*nd readily computable) Chow-K"unneth
decomposition in the sense of Murre with several pleasant properties for*
* finite quotients of abelian varieties. This
applies in particular to symmetric products of abelian varieties and als*
*o to certain smooth quotients in positive
characteristics which are known to be not abelian varieties, examples of*
* which were considered by Enriques and

  

Source: Akhtar, Reza - Department of Mathematics and Statistics, Miami University (Ohio)

 

Collections: Mathematics