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Doctoral Thesis
DOI
https://doi.org/10.11606/T.43.2003.tde-20022014-143243
Document
Author
Full name
Luciano Barosi de Lemos
Institute/School/College
Knowledge Area
Date of Defense
Published
São Paulo, 2003
Supervisor
Committee
Berkovits, Nathan Jacob (President)
Abdalla, Elcio
Gomes, Marcelo Otavio Caminha
Perchine, Vladimir
Sotkov, Galen Mihaylov
Title in Portuguese
Férmions em teorias de campos de supercordas
Keywords in Portuguese
Supercordas
Supersimetria
Táquion
Teoria conforme de campos
Teorias de campos de supercordas
Abstract in Portuguese
O objetivo deste trabalho é calcular a ação de teoria de campos de supercordas para os dois primeiros níveis de massa da supercorda, incluindo os dois setores de projeção GSO. Considerando uma corda tipo II-A na presença de uma D9-brana instável, calcula-se a ação para o táquion, o campo de gauge e os férmions GSO(+) e GSO(-). O trabalho é realizado usando o formalismo híbrido e usando-se a ação de campos de supercordas de Berkovits, que inclui o setor Ramond. Para tanto, inclui-se amplo material de revisão sobre teorias e teorias de campos de supercordas. A construção de operadores de vértice GSO(-) no formalismo híbrido é feita em detalhes. Considerações sobre a ação obtida e perspectivas futuras do trabalho são discutidas no final.
Title in English
Fermions in superstring field theories
Keywords in English
Conformal field theory
Field theory of superstrings
Superstrings
Supersymmetry
Tachyon
Abstract in English
The goal of this work is to compute the superstring field theory action contribution for the two first mass level of the superstring, including both GSO sectors. A type IIA superstring in the presence of an unstable non-BPS D9 brane is considered and the computation of the action for the Tachyon, Gauge Field and Massless fermions from GSO(+) and GSO(-) sectors is done. The main work is accomplished using the hybrid formalism and the superstring field theory action of Berkovits, including the Ramond Sector. This task is accomplished by including revision material thoroughly, for conformal and super conformal field theory. Construction of physical GSO(-) vertex operators is considered in detail. At the end, theres a discussion about the action for these fields and some future perspectives are considered.
 
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39545Lemos.pdf (4.07 Mbytes)
Publishing Date
2014-02-20
 
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