نتایج جستجو برای: whittaker multi scale plots

تعداد نتایج: 1027541  

2010
Dorian Goldfeld PAUL E. GUNNELLS

We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean local field using lattice models from statistical mechanics. An explicit description of this Whittaker function was given in terms of Gelfand-Tsetlin patterns in [5, 17], and we translate this description into an expression of the values of the Whittaker function as partition functions of a sixverte...

2010
BEN BRUBAKER DANIEL BUMP GAUTAM CHINTA SOLOMON FRIEDBERG PAUL E. GUNNELLS

Abstract. We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean local field using lattice models from statistical mechanics. An explicit description of this Whittaker function was given in terms of Gelfand-Tsetlin patterns in [5, 17], and we translate this description into an expression of the values of the Whittaker function as partition functions of ...

Journal: :Philosophical transactions. Series A, Mathematical, physical, and engineering sciences 2011
Robert J Whittaker Matthias Heil Sarah L Waters

Motivated by the problem of self-excited oscillations in fluid-filled collapsible tubes, we examine the flow structure and energy budget of flow through an elastic-walled tube. Specifically, we consider the case in which a background axial flow is perturbed by prescribed small-amplitude high-frequency long-wavelength oscillations of the tube wall, with a slowly growing or decaying amplitude. We...

2009
Bin Wang Xinyun Zhu

In this paper, we study Whittaker modules for a Lie algebras of Block type. We define Whittaker modules and under some conditions, obtain a one to one correspondence between the set of isomorphic classes of Whittaker modules over this algebra and the set of ideals of a polynomial ring, parallel to a result from the classical setting and the case of the Virasoro algebra.

2009
Bin Wang Junbo Li

In this paper, Whittaker modules for the W -algebra W (2, 2) are studied. We obtain analogues to several results from the classical setting and the case of the Virasoro algebra, including a classification of simple Whittaker modules by central characters and composition series for general Whittaker modules.

2017
Martin J. P. Sullivan Joey Talbot Simon L. Lewis Oliver L. Phillips Lan Qie Serge K. Begne Jerôme Chave Aida Cuni-Sanchez Wannes Hubau Gabriela Lopez-Gonzalez Lera Miles Abel Monteagudo-Mendoza Bonaventure Sonké Terry Sunderland Hans ter Steege Lee J. T. White Kofi Affum-Baffoe Shin-ichiro Aiba Everton Cristo de Almeida Edmar Almeida de Oliveira Patricia Alvarez-Loayza Esteban Álvarez Dávila Ana Andrade Luiz E. O. C. Aragão Peter Ashton Gerardo A. Aymard C. Timothy R. Baker Michael Balinga Lindsay F. Banin Christopher Baraloto Jean-Francois Bastin Nicholas Berry Jan Bogaert Damien Bonal Frans Bongers Roel Brienen José Luís C. Camargo Carlos Cerón Victor Chama Moscoso Eric Chezeaux Connie J. Clark Álvaro Cogollo Pacheco James A. Comiskey Fernando Cornejo Valverde Eurídice N. Honorio Coronado Greta Dargie Stuart J. Davies Charles De Canniere Marie Noel Djuikouo K. Jean-Louis Doucet Terry L. Erwin Javier Silva Espejo Corneille E. N. Ewango Sophie Fauset Ted R. Feldpausch Rafael Herrera Martin Gilpin Emanuel Gloor Jefferson S. Hall David J. Harris Terese B. Hart Kuswata Kartawinata Lip Khoon Kho Kanehiro Kitayama Susan G. W. Laurance William F. Laurance Miguel E. Leal Thomas Lovejoy Jon C. Lovett Faustin Mpanya Lukasu Jean-Remy Makana Yadvinder Malhi Leandro Maracahipes Beatriz S. Marimon Ben Hur Marimon Junior Andrew R. Marshall Paulo S. Morandi John Tshibamba Mukendi Jaques Mukinzi Reuben Nilus Percy Núñez Vargas Nadir C. Pallqui Camacho Guido Pardo Marielos Peña-Claros Pascal Pétronelli Georgia C. Pickavance Axel Dalberg Poulsen John R. Poulsen Richard B. Primack Hari Priyadi Carlos A. Quesada Jan Reitsma Maxime Réjou-Méchain Zorayda Restrepo Ervan Rutishauser Kamariah Abu Salim Rafael P. Salomão Ismayadi Samsoedin Douglas Sheil Rodrigo Sierra Marcos Silveira J. W. Ferry Slik Lisa Steel Hermann Taedoumg Sylvester Tan John W. Terborgh Sean C. Thomas Marisol Toledo Peter M. Umunay Luis Valenzuela Gamarra Ima Célia Guimarães Vieira Vincent A. Vos Ophelia Wang Simon Willcock Lise Zemagho

Tropical forests are global centres of biodiversity and carbon storage. Many tropical countries aspire to protect forest to fulfil biodiversity and climate mitigation policy targets, but the conservation strategies needed to achieve these two functions depend critically on the tropical forest tree diversity-carbon storage relationship. Assessing this relationship is challenging due to the scarc...

2011
Tomonori Moriyama T. Moriyama

We study the generalized Whittaker models for G = GSp(2,R) associated with indefinite binary quadratic forms when they arise from two standard representations of G: (i) a generalized principal series representation induced from the non-Siegel maximal parabolic subgroup and (ii) a (limit of) large discrete series representation. We prove the uniqueness of such models with moderate growth propert...

1998
H. Rosu J. Socorro

We show that closed, radiation-filled Friedmann-Robertson-Walker quantum universes of arbitrary factor ordering obey the Whittaker equation. We also present the formal Witten factorization as well as the double Darboux strictly isospectral scheme for the Whittaker equation. If in the " time-time " component of Einstein's equations for Friedmann-Robertson-Walker (FRW) universes ˙ a 2 + k = 8πG 3...

2002
Paula J Fornwalt Merrill R Kaufmann Laurie S Huckaby Jason M Stoker Thomas J Stohlgren

We examined patterns of non-native plant diversity in protected and managed ponderosa pine/Douglas-®r forests of the Colorado Front Range. Cheesman Lake, a protected landscape, and Turkey Creek, a managed landscape, appear to have had similar natural disturbance histories prior to European settlement and ®re protection during the last century. However, Turkey Creek has experienced logging, graz...

1999
Pavel Etingof

Let G be a simply connected simple Lie group over C. Let N± be the positive and the negative maximal unipotent subgroups, and H the maximal torus, corresponding to some polarization of G. Let G0 = N−HN+ be the big Bruhat cell. Let χ± : N± → C be holomorphic nondegenerate characters (i.e. they don’t vanish on simple roots). A Whittaker function on G0 with characters χ+, χ− is any holomorphic fun...

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