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João Miguel Nogueira

Observed names: Joao M. Nogueira Nogueira, João M. Nogueira, João Nogueira, Nogueira, João
ORCID: 0000-0002-7077-7566
Observed ORCID: 0000-0002-7077-7566
OpenAlex ID: A5049411041
Cycle convexity and the tunnel number of links
2020 · Araújo, Júlio, Campos, Victor, et al. · arXiv (Cornell University) · 7
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Tunnel number degeneration under the connected sum of prime knots
2013 · João Miguel Nogueira · Topology and its Applications · 7
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On the hull number on cycle convexity of graphs
2023 · Julio Araujo, Victor Campos, et al. · Information Processing Letters · 4
Prime knot complements with meridional essential surfaces of arbitrarily high genus
2015 · João Miguel Nogueira · Topology and its Applications · 4
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On tunnel number degeneration and 2-string free tangle decompositions
2011 · João Miguel Nogueira · Texas ScholarWorks (Texas Digital Library) · 3
Previsões sobre o Futuro da Pandemia: O Papel dos Modelos Matemáticos
2020 · Manuel Carmo Gomes, Ana Nunes, et al. · Acta Médica Portuguesa · 2
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The minimum crossing number of essential tangles
2014 · João Miguel Nogueira, António Salgueiro · Journal of Knot Theory and Its Ramifications · 2
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On embeddings of 2-string tangles into the unknot, the unlink and split links
2021 · João M. Nogueira, António Salgueiro · Topology and its Applications · 1
Infinitely many meridional essential surfaces of bounded genus in hyperbolic knot exteriors
2021 · João Miguel Nogueira · Geometriae Dedicata · 1
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Corrigendum: The minimum crossing number of essential tangles
2017 · João Miguel Nogueira, António Salgueiro · Journal of Knot Theory and Its Ramifications · 1
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Fiber surfaces from alternating states
2015 · Darlan Girão, João Nogueira, et al. · Algebraic & Geometric Topology · 1
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Incompressible surfaces in handlebodies and boundary reducible 3-manifolds
2010 · João Miguel Nogueira, Henry Segerman · Topology and its Applications · 1
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Knot exteriors with all compact surfaces of positive genus essentially embedded
2025 · João M. Nogueira · Topology and its Applications
On unknotting tunnel systems of satellite chain links
2022 · Darlan Girão, João Miguel Nogueira, et al. · Algebraic & Geometric Topology
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On N-component links with tunnel number N-1
2019 · Darlan Girão, Joao M. Nogueira Nogueira, et al. · Dialnet (Universidad de la Rioja)
Works count: 16
Citation count: 34
H-index: 4
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