Advances in Mathematics vol 220
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R-matrix Poisson algebras and their deformations; Classification of arithmetic root systems; A theory of bundles over posets; Commuting difference operators, spinor bundles and the asymptotics of orthogonal polynomials with respect to varying complex weights; A sup+inf inequality near R = 0; Arithmetic Laplacians; Trivial cocycles and invariants of homology 3-spheres; Valuations on lattice polytopes; On combinatorial formulas for Macdonald polynomials; Z-stability and infinite tensor powers of C∗-algebras; Sharp general local estimates for dyadic-like maximal operators and related Bellman functions; Order one invariants of planar curves; Toric complexes and Artin kernels; Representations of finite special linear groups in non-defining characteristic; The Gorenstein locus of minuscule Schubert varieties; Surgery and harmonic spinors; Toward best isoperimetric constants for (H1,BMO)-normal conformal metrics on Rn, n 3; Sub-Riemannian vs. Euclidean dimension comparison and fractal geometry on Carnot groups; Embeddings of submanifolds and normal bundles; On the permanent of random Bernoulli matrices; Infinite Hamilton cycles in squares of locally finite graphs; Hopf algebras of primitive Lie pseudogroups and Hopf cyclic cohomology; Conjugate points in length spaces; Noncommutative transforms and free pluriharmonic functions; Noncommutative localization in algebraic L-theory; On the Brauer group of a semisimple algebraic group; Lattice polytopes cut out by root systems and the Koszul property; On multifractality and time subordination for continuous functions; Regularity for obstacle problems in infinite dimensional Hilbert spaces; Hyperbolic polynomial diffeomorphisms of C2. II: Hubbard trees; Infrared-finite algorithms in QED II. The expansion of the groundstate of an atom interacting with the quantized radiation field; Approximate innerness and central triviality of endomorphisms;
Adams’ inequalities for bi-Laplacian and extremal functions in dimension four; On the classification of minimal mass blowup solutions of the focusing mass-critical Hartree equation; A family of Koszul algebras arising from finite-dimensional representations of simple Lie algebras; New maximal functions and multiple weights for the multilinear Calderón–Zygmund theory; Perverse coherent sheaves and the geometry of special pieces in the unipotent variety; Asymptotics of convex sets in Euclidean and hyperbolic spaces; On representing some lattices as lattices of intermediate subfactors of finite index; Non-abelian differentiable gerbes; A quiver presentation for Solomon’s descent algebra; Braided doubles and rational Cherednik algebras; A generalization of Kneser’s Addition Theorem; Homological algebra for affine Hecke algebras; Triangulated categories of matrix factorizations for regular systems of weights with ε=−1; The BRST reduction of the chiral Hecke algebra; Combinatorial lemmas and applications to dynamics; Refined blowup criteria and nonsymmetric blowup of an aggregation equation; Shuffling algorithm for boxed plane partitions; The covariogram determines three-dimensional convex polytopes; Toric degeneration of branching algebras; Sobolev W1 p-spaces on closed subsets of Rn; Projective push-forwards in the Witt theory of algebraic varieties; G-functions and multisum versus holonomic sequences; Extended obstruction tensors and renormalized volume coefficients.
Adams’ inequalities for bi-Laplacian and extremal functions in dimension four; On the classification of minimal mass blowup solutions of the focusing mass-critical Hartree equation; A family of Koszul algebras arising from finite-dimensional representations of simple Lie algebras; New maximal functions and multiple weights for the multilinear Calderón–Zygmund theory; Perverse coherent sheaves and the geometry of special pieces in the unipotent variety; Asymptotics of convex sets in Euclidean and hyperbolic spaces; On representing some lattices as lattices of intermediate subfactors of finite index; Non-abelian differentiable gerbes; A quiver presentation for Solomon’s descent algebra; Braided doubles and rational Cherednik algebras; A generalization of Kneser’s Addition Theorem; Homological algebra for affine Hecke algebras; Triangulated categories of matrix factorizations for regular systems of weights with ε=−1; The BRST reduction of the chiral Hecke algebra; Combinatorial lemmas and applications to dynamics; Refined blowup criteria and nonsymmetric blowup of an aggregation equation; Shuffling algorithm for boxed plane partitions; The covariogram determines three-dimensional convex polytopes; Toric degeneration of branching algebras; Sobolev W1 p-spaces on closed subsets of Rn; Projective push-forwards in the Witt theory of algebraic varieties; G-functions and multisum versus holonomic sequences; Extended obstruction tensors and renormalized volume coefficients.
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Năm xuất bản
2009
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Elsevier
