Abstract
We classify up to G-isomorphism all normal affine irreducible quasihomogeneous (i.e. containing a dense orbit) varieties of the group G = SL(2) which are defined over an algebraically closed field of characteristic zero.
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V L Popov
© 1973 American Mathematical Society
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Citation V L Popov 1973 Math. USSR Izv. 7 793
DOI 10.1070/IM1973v007n04ABEH001976
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We classify up to G-isomorphism all normal affine irreducible quasihomogeneous (i.e. containing a dense orbit) varieties of the group G = SL(2) which are defined over an algebraically closed field of characteristic zero.