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Derived neighborhoods and frontier orders
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由 X Daragon 著作2005被引用 14 次 — The main goal of this paper is to exhibit the links which exist between frontier orders and the notion of derived neighborhood as introduced in ...
Derived neighborhoods and frontier orders - ACM Digital Library
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由 X Daragon 著作2005被引用 14 次 — The main goal of this paper is to exhibit the links which exist between frontier orders and the notion of derived neighborhood as introduced in the framework of ...
Derived neighborhoods and frontier orders
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由 X Daragon 著作被引用 14 次 — The main goal of this paper is to exhibit the links which exist between frontier orders and the notion of derived neighborhood as introduced in ...
Derived neighborhoods and frontier orders
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Abstract. We study some structural and topological properties of the frontiers of objects in a certain class of discrete spaces, in the framework of ...
[PDF] Derived neighborhoods and frontier orders
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Derived neighborhoods and frontier orders · Xavier Daragon, M. Couprie, Gilles Bertrand · Published in Discrete Applied Mathematics 15 April 2005 · Mathematics.
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The main goal of this paper is to exhibit the links which exist between frontier orders and the notion of derived neighborhood as introduced in the framework of ...
Derived neighborhoods and frontier orders - MaRDI portal
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Derived neighborhoods and frontier orders (Q5916193). From MaRDI portal. Jump to:navigation, search. scientific article; zbMATH DE number 2164856.
Discrete Surfaces and Frontier Orders
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由 X Daragon 著作2005被引用 33 次 — Bertrand, “Derived neighborhoods and frontier orders,” Discrete Applied Mathematics, Special issue on DGCI, Vol. 147, No. 2–3, pp. 227–243, 2005. Google ...
(PDF) Discrete Surfaces and Frontier Orders
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2024年10月22日 — Daragon, X., Couprie, M., Bertrand, G.: Frontier orders and derived neighborhood. submitted to Discrete Applied Mathematics (2004). 26.
Discrete Surfaces and Frontier Orders
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由 X Daragon 著作被引用 33 次 — A topological n-manifold (without boundary) is an object (i.e., a set of points) such that a neighborhood of each point is homeomorphic to an open ball of Rn.