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Affine Weyl Groups Gabriele Nebe Lehrstuhl D für Mathematik Summerschool GRK 1632, September 2015 http:www.math.rwth-aachen.de http:www.math.rwth-aachen.de Crystallographic…
WEYL GROUPS OF FINE GRADINGS ON MATRIX ALGEBRAS OCTONIONS AND THE ALBERT ALGEBRA ALBERTO ELDUQUE AND MIKHAIL KOCHETOV Abstract Given a grading Γ : A = ⊕ g∈G Ag on a…
SCATTERING MATRICES AND WEYL FUNCTIONS JUSSI BEHRNDT, MARK M. MALAMUD and HAGEN NEIDHARDT Abstract For a scattering system {AΘ, A0} consisting of selfadjoint extensions
Figure: Sun’s Spectrum; notice the black lines AX = λX Dramatis Personae: quantum mechanics↔ classical mechanics spectrum↔ geometry • In 1910
Achim Stahl, RWTH Aachen KET Strategie-Workshop 2010 Dortmund Two frequencies: Δm12 → L0/E ≈ 30.000 km/GeV Δm13 ≈ Δm23 → L0/E ≈ 1.000 km/GeV Atmospheric …
Weyl group representations and Harish-Chandra cellsDavid Vogan March 10, 2021 Slides at http://www-math.mit.edu/∼dav/paper.html Cartan and Borel h ⊂ b ⊂ g, W
GEOMETRIC SCALE COVARIANT SCALAR FIELD ERHARD SCHOLZ 1 Abstract. A Weyl geometric approach to cosmology is explored, with a scalar field φ of (scale) weight −1
Weyl–Titchmarsh theory for Sturm–Liouville operators with distributional potentials Jonathan Eckhardt Fritz Gesztesy Roger Nichols and Gerald Teschl Abstract We systematically…
J. DIFFERENTIAL GEOMETRY 39(1994)331-342 THE WEYL PROBLEM WITH NONNEGATIVE GAUSS CURVATURE PENGFEI GUAN & YANYAN LI 1. Introduction Weyl posed the following problem in…
I. Complex and Real Groups Armand Borel §1. Root systems 1.1. Let V be a finite dimensional vector space over Q. A finite subset of V is a root system if it satisfies:
Weyl Group Multiple Dirichlet Series IV: The Stable Twisted Case ∗ Ben Brubaker Daniel Bump Solomon Friedberg † June 15 2006 Abstract Weyl group multiple Dirichlet series…
Proceedings of Symposia in Pure Mathematics Weyl Group Multiple Dirichlet Series I Benjamin Brubaker, Daniel Bump, Gautam Chinta, Solomon Friedberg, and Jeffrey Hoffstein…
THE WEYL ALGEBRAS David Cock Supervisor: Dr. Daniel Chan School of Mathematics, The University of New South Wales. November 2004 Submitted in partial fulfillment of the requirements…
Found Phys DOI 10.1007s10701-008-9261-x Cosmological Spacetimes Balanced by a Weyl Geometric Scale Covariant Scalar Field Erhard Scholz Received: 16 May 2008 Accepted: 25…
Weyl Sums for Quadratic Roots W Duke J B Friedlander and H Iwaniec 1 Introduction The topic of exponential sums entered firmly into the mainstream of number theory with the…
Schur-Weyl duality Dominant dimension Schur-Weyl duality and dominant dimension Ming Fang Institute of Mathematics Chinese Academy of Sciences Representation Theory of Symmetric…
Sarah Hart August 2013 A few Statistics We can associate various numbers to a permutation σ of Sym(n). I inv(σ) = |{(i , j) : 1 ≤ i < j ≤ n, σ(i)
The Weyl Tensor Introduction, properties and applications David Wichmann Dec 06, 2016 1 / 24 Overview 1. Motivation 2. Derivation and properties of the Weyl Tensor 3. Where…
Lie Groups and Linear Algebraic Groups I Complex and Real Groups Armand Borel §1 Root systems 11 Let V be a finite dimensional vector space over Q A finite subset of V is…
Fuchsian groups, finite simple groups and representation varieties Martin W. Liebeck Department of Mathematics Imperial College London SW7 2BZ England Aner Shalev Institute…