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作者:Iwaniec, T; Koskela, P; Onninen, J
作者单位:Syracuse University; University of Jyvaskyla
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作者:Gursky, MJ; Viaclovsky, JA
作者单位:Indiana University System; Indiana University Bloomington; Massachusetts Institute of Technology (MIT)
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作者:Ekedahl, T; Lando, S; Shapiro, M; Vainshtein, A
作者单位:Stockholm University; Russian Academy of Sciences; Royal Institute of Technology; University of Haifa; University of Haifa
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作者:Nakajima, H
作者单位:Kyoto University
摘要:In this article, we give geometric constructions of tensor products in various categories using quiver varieties. More precisely, we introduce a lagrangian subvariety (3) over tilde in a quiver variety. and show the following results: (1) The homology group of (3) over tilde is a representation of a symmetric Kac-Moody Lie algebra g, isomorphic to the tensor product V(lambda (1)) circle times (...)circle times V(lambda (N)) of integrable highest weight modules. (2) The set of irreducible compo...
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作者:Gaitsgory, D
作者单位:Harvard University
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作者:Sniady, P; Speicher, R
作者单位:University of Wroclaw; Queens University - Canada
摘要:We show that every R-diagonal operator x has a continuous family of invariant subspaces relative to the von Neumann algebra generated by x. This allows us to find the Brown measure of x and to find a new conceptual proof that Voiculescu's S-transform is multiplicative. Our considerations base on a new concept of R-diagonality with amalgamation, for which we give several equivalent characterizations.
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作者:Entov, M
作者单位:Weizmann Institute of Science; Tel Aviv University
摘要:Given a closed symplectic manifold (M, omega) we introduce a certain quantity associated to a tuple of conjugacy classes in the universal cover of the group Ham (M, omega) by means of the Hofer metric on Ham (M, omega). We use pseudo-holomorpbic curves involved in the definition of the multiplicative structure on the Floer cohomology of a symplectic manifold (M, omega) to estimate this quantity in terms of actions of some periodic orbits of related Hamiltonian flows. As a corollary we get a ne...
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作者:Friedlander, EM; Walker, ME
作者单位:Northwestern University; University of Nebraska System; University of Nebraska Lincoln
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作者:Lee, YP
作者单位:University of California System; University of California Los Angeles
摘要:The mirror theorem is generalized to any smooth projective variety X. That is, a fundamental relation between the Gromov-Witten invariants of X and Gromov-Witten invariants of complete intersections Y in X is established.
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作者:Lafforgue, L
作者单位:Universite Paris Saclay