Back to matchesWe found a matchYour institution may have access to this item. Find your institution then sign in to continue.TitleWREATH PRODUCTS, NILPOTENT ORBITS AND SYMPLECTIC DEFORMATIONS.AuthorsBAOHUA FUAbstractWe recover the wreath product X ≔ Sym2(ℂ2/± 1) as a transversal slice to a nilpotent orbit in 픰픭6. By using deformations of Springer resolutions, we construct a symplectic deformation of symplectic resolutions of X.SubjectsWREATH products (Group theory); GROUP theory; NILPOTENT groups; FINITE groups; SYMPLECTIC geometry; DIFFERENTIAL geometry; SYMPLECTIC spaces; DEFORMATIONS (Mechanics)PublicationInternational Journal of Mathematics, 2007, Vol 18, Issue 5, p473ISSN0129-167XPublication typeArticleDOI10.1142/S0129167X07004187