Pedro Vieira
Pedro Gil Vieira is a Portuguese theoretical physicist who has done significant work in the area of quantum field theory and quantum gravity. One of his most important contributions is the exact solution for the spectrum of a four-dimensional quantum field theory, finite coupling proposal for polygonal Wilson loops and three point functions in N=4 Super Yang-Mills. Provided by Wikipedia
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Resenha: “Semiperiferia: uma revisitação” by Pedro Vieira
Published 2016-12-01
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The genital tract microbiome: bridging the gap between hype and clinical reality by Pedro Vieira-Baptista
Published 2023-07-01
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Aplicação do overall equipment effectiveness no sistema produtivo de uma vinícola by Pedro Vieira Souza Santos
Published 2020-01-01
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Peripheral biomarkers in bipolar disorder: a population-based study in young adults by Pedro Vieira da Silva
Published 2012-01-01
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Adding flavour to the S-matrix bootstrap by Lucía Córdova, Pedro Vieira
Published 2018-12-01
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Stampedes I: fishnet OPE and octagon Bootstrap with nonzero bridges by Enrico Olivucci, Pedro Vieira
Published 2022-07-01
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SIMULATING LONG TERM EVOLUTION SELF-OPTIMIZING BASED NETWORKS by Marco António Carvalho, Pedro Vieira
Published 2013-06-01
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Octagons I: combinatorics and non-planar resummations by Till Bargheer, Frank Coronado, Pedro Vieira
Published 2019-08-01
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Self-Optimization of Low Coverage and High Interference in Real 3G/4G Radio Access Networks by Marco Sousa, Andre Martins, Pedro Vieira
Published 2018-01-01
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GECA: um chatbot inteligente para cuidados preventivos by Eva Maia, Pedro Vieira, Isabel Praça
Published 2023-07-01
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Diagnosis of vaginitis by Pedro Vieira Baptista, José Eleutério Jr
Published 2020-12-01
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Empowering Preventive Care with <i>GECA</i> Chatbot by Eva Maia, Pedro Vieira, Isabel Praça
Published 2023-09-01
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S-matrix bootstrap for effective field theories: massless pions by Andrea L. Guerrieri, João Penedones, Pedro Vieira
Published 2021-06-01
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Dual S-matrix bootstrap. Part I. 2D theory by Andrea L. Guerrieri, Alexandre Homrich, Pedro Vieira
Published 2020-11-01
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