Pedro Alves Martins da Silva Girão
AuthID: R-000-ENS
1
TITLE: Higher order linear stability and instability of Reissner-Nordstrom's Cauchy horizon
AUTHORS: Joao L Costa; Pedro M Girao;
PUBLISHED: 2020, SOURCE: ANALYSIS AND MATHEMATICAL PHYSICS, VOLUME: 10, ISSUE: 3
AUTHORS: Joao L Costa; Pedro M Girao;
PUBLISHED: 2020, SOURCE: ANALYSIS AND MATHEMATICAL PHYSICS, VOLUME: 10, ISSUE: 3
INDEXED IN:
Scopus
WOS
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2
TITLE: Solutions of the wave equation bounded at the Big Bang Full Text
AUTHORS: Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2019, SOURCE: CLASSICAL AND QUANTUM GRAVITY, VOLUME: 36, ISSUE: 7
AUTHORS: Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2019, SOURCE: CLASSICAL AND QUANTUM GRAVITY, VOLUME: 36, ISSUE: 7
INDEXED IN:
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WOS
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3
TITLE: On the Occurrence of Mass Inflation for the Einstein-Maxwell-Scalar Field System with a Cosmological Constant and an Exponential Price Law Full Text
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2018, SOURCE: COMMUNICATIONS IN MATHEMATICAL PHYSICS, VOLUME: 361, ISSUE: 1
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2018, SOURCE: COMMUNICATIONS IN MATHEMATICAL PHYSICS, VOLUME: 361, ISSUE: 1
INDEXED IN:
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4
TITLE: On the Global Uniqueness for the Einstein–Maxwell-Scalar Field System with a Cosmological Constant: Part 3. Mass Inflation and Extendibility of the Solutions
AUTHORS: Costa, JL; Girão, PM; Natário, J; Silva, JD;
PUBLISHED: 2017, SOURCE: Annals of PDE, VOLUME: 3, ISSUE: 1
AUTHORS: Costa, JL; Girão, PM; Natário, J; Silva, JD;
PUBLISHED: 2017, SOURCE: Annals of PDE, VOLUME: 3, ISSUE: 1
INDEXED IN:
Scopus
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5
TITLE: On the global uniqueness for the Einstein-Maxwell-scalar field system with a cosmological constant: I. Well posedness and breakdown criterion Full Text
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2015, SOURCE: CLASSICAL AND QUANTUM GRAVITY, VOLUME: 32, ISSUE: 1
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Silva;
PUBLISHED: 2015, SOURCE: CLASSICAL AND QUANTUM GRAVITY, VOLUME: 32, ISSUE: 1
6
TITLE: Cauchy horizon stability and mass inflation with a cosmological constant Full Text
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Siva;
PUBLISHED: 2015, SOURCE: Spanish Relativity Meeting (ERE) in SPANISH RELATIVITY MEETING (ERE 2014): ALMOST 100 YEARS AFTER EINSTEIN'S REVOLUTION, VOLUME: 600, ISSUE: 1
AUTHORS: Joao L Costa; Pedro M Girao; Jose Natario; Jorge Drumond Siva;
PUBLISHED: 2015, SOURCE: Spanish Relativity Meeting (ERE) in SPANISH RELATIVITY MEETING (ERE 2014): ALMOST 100 YEARS AFTER EINSTEIN'S REVOLUTION, VOLUME: 600, ISSUE: 1
7
TITLE: On the Global Uniqueness for the Einstein–Maxwell-Scalar Field System with a Cosmological Constant: Part 2. Structure of the Solutions and Stability of the Cauchy Horizon
AUTHORS: Costa, JL; Girao, PM; Natario, J; Silva, JD;
PUBLISHED: 2015, SOURCE: Communications in Mathematical Physics
AUTHORS: Costa, JL; Girao, PM; Natario, J; Silva, JD;
PUBLISHED: 2015, SOURCE: Communications in Mathematical Physics
INDEXED IN:
Scopus
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8
TITLE: On the Global Uniqueness for the Einstein–Maxwell-Scalar Field System with a Cosmological Constant: Part 2. Structure of the Solutions and Stability of the Cauchy Horizon
AUTHORS: Costa, JL; Girao, PM; Natario, J; Silva, JD;
PUBLISHED: 2015, SOURCE: Communications in Mathematical Physics, VOLUME: 339, ISSUE: 3
AUTHORS: Costa, JL; Girao, PM; Natario, J; Silva, JD;
PUBLISHED: 2015, SOURCE: Communications in Mathematical Physics, VOLUME: 339, ISSUE: 3
INDEXED IN:
Scopus
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9
TITLE: Bifurcation curves of a diffusive logistic equation with harvesting orthogonal to the first eigenfunction
AUTHORS: Girao, PM; Perez Llanos, M;
PUBLISHED: 2013, SOURCE: Journal of Mathematical Analysis and Applications, VOLUME: 403, ISSUE: 2
AUTHORS: Girao, PM; Perez Llanos, M;
PUBLISHED: 2013, SOURCE: Journal of Mathematical Analysis and Applications, VOLUME: 403, ISSUE: 2
INDEXED IN:
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10
TITLE: Bifurcation curves of a diffusive logistic equation with harvesting orthogonal to the first eigenfunction Full Text
AUTHORS: Pedro Martins Girão; Mayte Pérez-Llanos;
PUBLISHED: 2013, SOURCE: Journal of Mathematical Analysis and Applications, VOLUME: 403, ISSUE: 2
AUTHORS: Pedro Martins Girão; Mayte Pérez-Llanos;
PUBLISHED: 2013, SOURCE: Journal of Mathematical Analysis and Applications, VOLUME: 403, ISSUE: 2