00751nas a2200121 4500008004100000245004200041210004200083260001900125520040900144100002200553700001800575856003600593 2003 en d00aQuantum spin coverings and statistics0 aQuantum spin coverings and statistics bIOP Publishing3 aSL_q(2) at odd roots of unity q^l =1 is studied as a quantum cover of the complex rotation group SO(3,C), in terms of the associated Hopf algebras of (quantum) polynomial functions. We work out the irreducible corepresentations, the decomposition of their tensor products and a coquasitriangular structure, with the associated braiding (or statistics). As an example, the case l=3 is discussed in detail.1 aDabrowski, Ludwik1 aReina, Cesare uhttp://hdl.handle.net/1963/166700343nas a2200109 4500008004100000245004900041210004900090260001800139100001800157700002200175856003600197 1995 en d00aQuantum homogeneous spaces at roots of unity0 aQuantum homogeneous spaces at roots of unity bSISSA Library1 aReina, Cesare1 aZampa, Alessandro uhttp://hdl.handle.net/1963/1022