WebHikita conjecture for the minimal nilpotent orbit. Pavel Shlykov Department of Mathematics, University of Toronto, Toronto, Ontario, Canada. Abstract. We check that the statement of … WebWith McBreen and Proudfoot, we formulated a quantum cohomology version of the Hikita conjecture between symplectic dual pairs. With Hilburn and Weekes, we studied a Springer theory based on the BFN construction. The quantum Hikita Conjecture, with M. McBreen and N. Proudfoot, Advances Math. BFN Springer Theory, with J. Hilburn and A. Weekes.
The quantum Hikita conjecture - University of Oregon
WebIs the first introductory textbook for the Iitaka conjecture. Gives a simple new proof of Viehweg's conjecture for fiber spaces whose geometric generic fiber is of general type. … WebThe Hikita conjecture relates the coordinate ring of a conical symplectic singularity to the cohomology ring of a symplectic resolution of the dual conical symplectic singularity. We … iditarod 2023 musher banquet
Affine Springer fibers of type A and combinatorics of
Web21 Kodera SamIII Hikita MuthiahI SolleveldII 22 Kato Kimura MuthiahII JuteauIII SolleveldIII Abstracts ... Varagnolo and Vasserot solved this conjecture using recent developments of a graded representation theory and my quiver construction of ... v be an affine Springer fiber of type Aassociated to a regular semisimple nil elliptic WebWe check that the statement of Hikita conjecture holds for the case ofthe minimal nilpotent orbit of a simple Lie algebra g of type ADE and C / Γ . ... Journal of algebra (1979), 16-38.[2] William Fulton and Joe Harris, Representation theory : A first course , Springer-Verlag, 1991.[3] Hikita Tatsuyuki, An algebra-geometric realization of the ... WebThis was proven by Hikita for Springer resolution (actually De Concini-Procesi) HilbnC2=C2 Finite type A quiver varieties and Gr G slices Hypertoric varieties Here is a special case of Hikita’s conjecture in degree 2: H2(Xe!) ’C[X]2 0 ’Lie(T) via the moment map: Our next aim is a fancier version of Hikita’s conjecture in which the ... is schecter a good brand