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作者:Damanik, David; Goldstein, Michael
作者单位:Rice University; University of Toronto
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作者:Tao, Terence
作者单位:University of California System; University of California Los Angeles
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作者:Viale, Matteo
作者单位:University of Turin
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作者:Blekherman, Grigoriy; Smith, Gregory G.; Velasco, Mauricio
作者单位:University System of Georgia; Georgia Institute of Technology; Queens University - Canada; Universidad de los Andes (Colombia)
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作者:Lubetzky, Eyal; Sly, Allan
作者单位:New York University; University of California System; University of California Berkeley
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作者:Bruillard, Paul; Ng, Siu-Hung; Rowell, Eric C.; Wang, Zhenghan
作者单位:Texas A&M University System; Texas A&M University College Station; United States Department of Energy (DOE); Pacific Northwest National Laboratory; Louisiana State University System; Louisiana State University; University of California System; University of California Santa Barbara; University of California System; University of California Santa Barbara
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作者:Gautam, Sachin; Laredo, Valerio Toledano
作者单位:Columbia University; Northeastern University
摘要:Let g be a complex, semisimple Lie algebra, and Y-h(g) and U-q(Lg) the Yangian and quantum loop algebra of g. Assuming that h is not a rational number and that q = e(pi ih), we construct an equivalence between the finite-dimensional representations of U-q(Lg) and an explicit subcategory of those of Y-h(g) defined by choosing a branch of the logarithm. This equivalence is governed by the monodromy of the abelian, additive difference equations defined by the commuting fields of Y-h(g). Our resul...
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作者:Totaro, Burt
作者单位:University of California System; University of California Los Angeles