Abstract
Our aim is to present an existence problem for matroidal families.
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J.M.S. Simões-Pereira, Matroidal families of graphs, in Matroid Applications, ed. by N. White (Cambridge University Pres, 1992), pp. 91–105
J.M.S. Simões-Pereira, Matemática Discreta: Grafos Redes, Aplicações (Editora Luz da Vida, Coimbra, 2009)
J.M.S. Simões-Pereira, On subgraphs as matroid cells. Mathematische Zeitschrift 127, 315–322 (1972)
T. Andreae, Matroidal families of finite, connected, nonhomeomorphic graphs exist. J. Graph Theory 2, 149–153 (1978)
M. Lorea, On matroidal families. Discrete Math. 28, 103–106 (1979)
R. Schmidt, On the existence of uncountably many matroidal families. Discrete Math. 27, 93–97 (1979)
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dos Santos Simões-Pereira, J.M. (2016). An Existence Problem for Matroidal Families. In: Adiprasito, K., Bárány, I., Vilcu, C. (eds) Convexity and Discrete Geometry Including Graph Theory. Springer Proceedings in Mathematics & Statistics, vol 148. Springer, Cham. https://doi.org/10.1007/978-3-319-28186-5_23
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DOI: https://doi.org/10.1007/978-3-319-28186-5_23
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