Inventiones mathematicae

最新文章

• Equivariant intersection theory AI翻译
  作者：Edidin, D; Graham, W
  作者单位：University of Missouri System; University of Missouri Columbia; University System of Georgia; University of Georgia
• Heegner points, p-adic L-functions, and the Cerednik-Drinfeld uniformization AI翻译
  作者：Bertolini, M; Darmon, H
  作者单位：University of Pavia; McGill University
• Operator algebras and conformal field theory II. Fusion of positive energy representations of LSU(N) using bounded operators AI翻译
  作者：Wassermann, A
  作者单位：University of Cambridge
• Galois modules and the Theorem of the Cube AI翻译
  作者：Pappas, G
  作者单位：Princeton University
• The analogues of entropy and of Fisher's information measure in free probability theory - V. Noncommutative Hilbert transforms AI翻译
  作者：Voiculescu, D
  作者单位：University of California System; University of California Berkeley
• Ergodic theory on SL(n), diophantine approximations and anomalies in the lattice point problem AI翻译
  作者：Skriganov, MM
  作者单位：Russian Academy of Sciences; St. Petersburg Scientific Centre of the Russian Academy of Sciences; Steklov Mathematical Institute of the Russian Academy of Sciences; St. Petersburg Department of the Steklov Mathematical Institute of the Russian Academy of Sciences
• Discrete decomposability of the restriction of Aq(λ) with respect to reductive subgroups - III. Restriction of Harish-Chandra modules and associated varieties AI翻译
  作者：Kobayashi, T
  作者单位：University of Tokyo
  摘要：Let H subset of G be real reductive Lie groups and pi an irreducible unitary representation of G. We introduce an algebraic formulation (discretely decomposable restriction) to single out the nice class of the branching problem (breaking symmetry in physics) in the sense that there is no continuous spectrum in the irreducible decomposition of the restriction pi/(H). This paper offers basic algebraic properties of discretely decomposable restrictions, especially for a reductive symmetric pair (...
• An analytic proof of the geometric quantization conjecture of Guillemin-Sternberg AI翻译
  作者：Tian, YL; Zhang, WP
  作者单位：New York University; Nankai University
  摘要：We present a direct analytic approach to the Guillemin-Sternberg conjecture [GS] that 'geometric quantization commutes with symplectic reduction', which was proved recently by Meinrenken [M1], [M2] and Vergne [V1], [V2] et al. Besides providing a new proof of this conjecture, our methods also lead immediately to further extensions in various contexts.
• Examples of non-Kahler Hamiltonian torus actions AI翻译
  作者：Tolman, S
  作者单位：University of Illinois System; University of Illinois Urbana-Champaign
  摘要：An important question with a rich history is the extent to which the symplectic category is larger than the Kahler category. Many interesting examples of non-Kahler symplectic manifolds have been constructed [T] [M] [G]. However, sufficiently large symmetries can force a symplectic manifolds to be Kahler [D] [Kn]. In this paper, we solve several outstanding problems by constructing the first symplectic manifold with large non-trivial symmetries which does not admit an invariant Kahler structur...
• Diophantine definability over some rings of algebraic numbers with infinite number of primes allowed in the denominator AI翻译
  作者：Shlapentokh, A
  摘要：Let K be a number field. Let W be a set of non-archimedean primes of K, let O-K,O-W = (x is an element of K \ ord(p)x greater than or equal to 0 For All p is an element of W). Then if K is a totally real non-trivial cyclic extension of Q, there exists an infinite set W of finite primes of K such that Z and the ring of algebraic integers of K have a Diophantine definition over O-K,O-W (Thus, the Diophantine problem of O-K,O-W is undecidable.).