Please use this identifier to cite or link to this item: http://repositorio.udec.cl/jspui/handle/11594/5816
Title: Gribov copies in spaces with non-trivial topologies.
Authors: Canfora, Fabricio, supervisor de grado
Salgado Rebolledo, Patricio Antonio
Keywords: Grupos de Lie;Teoría de Yang--Mills;Campos de Gauge (Física).
Issue Date: 2013
Publisher: Universidad de Concepción, Facultad de Ciencias Físicas y Matemáticas, Departamento de Física.
Abstract: In this thesis the arising of Gribov copies both in Landau and Coulomb gauges in regions with non-trivial topologies and at metric, such as S1 D2 or R T3 and T3, will be analyzed. Using a novel generalization of the "hedgehog ansatz" beyond spherical symmetry, analytic examples of Gribov copies of the vacuum will be constructed. Using such ansatz, we will also construct the elliptic Gribov pendulum. The requirement of absence of Gribov copies of the vacuum satisfying the strong boundary conditions implies geometrical constraints on the shapes and sizes of the regions with non-trivial topologies.
Description: Tesis para optar al grado de Magíster en Ciencias con Mención en Física.
URI: http://repositorio.udec.cl/jspui/handle/11594/5816
metadata.dc.source.uri: http://ezpbibliotecas.udec.cl/login?url=http://tesisencap.udec.cl/concepcion/salgado_r_p/index.html
Appears in Collections:Ciencias Físicas y Matemáticas - Tesis Magister

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