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作者:Szenes, A; Vergne, M
作者单位:Budapest University of Technology & Economics; Institut Polytechnique de Paris; Ecole Polytechnique
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作者:Kim, HH
作者单位:University of Toronto
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作者:Meeks, WH III; Pérez, J; Ros, A
作者单位:University of Massachusetts System; University of Massachusetts Amherst; University of Granada
摘要:We demonstrate that a properly embedded minimal surface in R-3 with finite genus cannot have one limit end.
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作者:Diaconu, A
作者单位:Columbia University
摘要:Let L be a number field containing the r-th roots of unity. Starting with the Rankin-Selberg convolution of a metaplectic Eisenstein series on the r-fold cover of GL(2) with itself, we construct a Dirichlet series defined over L whose coefficients involve the r-th order twists of a fixed Hecke L-function. We then observe that a group of functional equations can be naturally associated with this construction. Combining this with the convexity theorem for holomorphic functions of several complex...
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作者:Crawley-Boevey, W; Van den Bergh, M
作者单位:University of Leeds; Hasselt University
摘要:A conjecture of Kac states that the polynomial counting the number of absolutely indecomposable representations of a quiver over a finite field with given dimension vector has positive coefficients and furthermore that its constant term is equal to the multiplicity of the corresponding root in the associated Kac-Moody Lie algebra. In this paper we prove these conjectures for indivisible dimension vectors.
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作者:Campillo, A; Delgado, F; Gusein-Zade, SM
作者单位:Universidad de Valladolid; Lomonosov Moscow State University
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作者:Alexeev, V; Brion, M
作者单位:University System of Georgia; University of Georgia; Communaute Universite Grenoble Alpes; Universite Grenoble Alpes (UGA)
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作者:Carlsson, G; Goldfarb, B
作者单位:Stanford University; State University of New York (SUNY) System; University at Albany, SUNY
摘要:The integral assembly map in algebraic K-theory is split injective for any geometrically finite discrete group with finite asymptotic dimension.
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作者:Gorbounov, V; Malikov, F; Schechtman, V
作者单位:University of Kentucky; University of Southern California; Universite de Toulouse; Universite Toulouse III - Paul Sabatier
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作者:Wilson, JS
作者单位:University of Birmingham