Search results for Minimal surfaces in q-deformed AdSâ‚… Sâپµ soken.editorial/sokendenshi/... 1 Minimal surfaces in q-deformed

S-duality as a β-deformed Fourier transform D.Galakhov∗, A.Mironov†, A.Morozov‡ FIAN/TD-21/11 ITEP/TH-56/11 ABSTRACT An attempt is made to formulate Gaiotto’s S-duality…

Minimal Polynomials Definition Let α be an element in GF(pe). We call the monic polynomial of smallest degree which has coefficients in GF(p) and α as a root, the minimal…

Electronic Supplementary Material ESI for Journal of Materials Chemistry This journal is c The Royal Society of Chemistry 2011 S1 Electronic Supplementary Information Exploring…

Theo P. Schaad Abstract: A set of tiles for covering a surface is composed of three types of tiles. The base shape of each one of them is a diamond or rhombus, with acute

CURVATURE MANUEL DEL PINO, MICHAL KOWALCZYK, JUNCHENG WEI, AND JUN YANG Abstract. Let (M, g) be an N -dimensional smooth compact Riemannian manifold. We consider the singularly

F:/Lucrari_academie/REVUE_4_2007/carbone.dviCHARACTERIZATION OF NON-MINIMAL TREE ACTIONS LISA CARBONE and LAURA CIOBANU Let Γ be a group acting without inversions on

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Jost-Compact_Riemann_surfaces.pdf2.1 The Concept of a Riemann Surface Definition 2.1.1 A two-dimensional manifold is called a surface. Definition 2.1.2 An atlas on a surface

Scattering of kinks of the sinh-deformed ϕ4 model Dionisio Bazeia,a Ekaterina Belendryasova,b Vakhid A. Gani,b,c,1 aDepartamento de F́ısica, Universidade Federal da Paráıba,…

Golden Ratio on Surfaces Ji-Young Ham and Joongul Lee Riemann surfaces and Teichmuller theory, Euler International Mathematical Institute, St. Petersburg, Russia July 8-12,…

Figure 1. Curvature. Main concepts after [HIL96] Two normal planes and their normal sections Curvature: κ = 1/ r Gaussian curvature: K = κ1 * κ2 Mean curvature: H = (κ1…

Automobile Innenraum-Materialien & Oberflächen Integration von Design und Funktion – heute und in der Zukunft. Tagung Mobile Klimatisierung, Ostfildern, Stefan Buri,…

Closed magnetic geodesics on Riemann surfacesMatthias Schneider April 8. 2011, Sevilla The problem Given I an oriented (compact) surface (M, g) with a Riemannian metric g

G:/tesi_phd/thesis_phd_011209.dviScuola di Dottorato “Vito Volterra” Dottorato di Ricerca in Matematica – XXI ciclo Branched Covers between Surfaces Thesis

Nucleophilic substitution on silica surfaces: Comparison of the reactivity of α- versus γ-chlorosubstituted silanes in the reaction with sodium azideNucleophilic

Chapte 9 Fermi surfaces and MetalsChapter Nine Fermi surfaces and Metals To get band structure of real crystals, turns on weak periodic potential. Band gaps open up at BZ

CHAPTER7_5.DOC7.66 Sample P45075A G00 tilt Parameter P1 dR=211.3mm rB 2 0.9999959 0.9999951 0.9999955 KC(rad) -4.557 10-3 -3.303 10-3 -2.062 10-3 rC 2 0.9999638 0.9999613

Jean-Christophe Yoccoz Introduction Let T be a 2-dimensional torus equipped with a flat Riemannian metric and a vector field which is unitary and parallel for that metric.

The Bergman Kernel on Riemann SurfacesChiung-ju Liu (Joint work with Zhiqin Lu) National Taiwan University December 6, 2013 Outline Introduction Partial Results Introduction

HONGBIN SUN AND ZHONGZI WANG Abstract. Let π = π1(M) for a compact 3-manifold M , and let χ4, p and q∗ be the invariants of Hausmann-Weinberger, Kotschick