Titlebook: Vagueness: A Guide; Giuseppina Ronzitti Book 2011 Springer Netherlands 2011 Language.Logic.Meaning.Metaphysics.Vagueness

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大包裹

r the naive quartic bound on the number of topological events..In addition, we show that if only . points are moving (while leaving the other . points fixed), there is an upper bound of O(. λ.(.) + (n?.). λ.(.)) on the number of topological events, which is nearly quadratic if . is constant..We give

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Book 2011; vagueness and observationality; vagueness within linguistics, which focuses on approaches that take comparison classes into account; and the idea that vagueness in law is typically extravagant and that extravagant vagueness is a necessary feature of legal systems..?.

Inflamed

Aspiration

Dominic Hydenditions, then a solution, a . for ., exists [.]. More generally, considering any graph-theoretic tree . with all nodes of degree < 3 labeled by elements of . (that is, an .), we may ask for a minimal length realization of . in (.), that is, for an embedding of the node set of . in . which extends t

BRACE

宣稱

Stewart Shapiro (i.e. the edge intersection graph) of the paths . of the tree .. These graphs have been extensively studied in the literature. Given two (edge) intersecting paths in a graph, their . is the set of vertices having degree at least 3 in their union. A pair of (edge) intersecting paths is termed . if t

Dna262

Roy T. Cookareas in which they may occur; among these areas are e.g. robotics, computer graphics, etc. One motion problem class recently being investigated is the ...The . is as follows: Given a set ?={P., ...,P.} of M n-vertex polygons in the Euclidean plane, with pairwise non-intersecting interiors. The poly

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Diana Raffmanes the search for special structural properties of .-free graphs, including alternative characterizations..Let . be a connected .-free graph, .. We show that . admits a connected dominating set whose induced subgraph is either .-free, or isomorphic to .. Surprisingly, it turns out that every minimum

anticipate

Robert van Rooijependently without any knowledge of the network topology or size. Three communication tasks of increasing difficulty are studied. In . (BB) the goal is to communicate the source message to all nodes. In . (ABB) the goal is to achieve BB and inform the source about it. Finally, in . (FS) all nodes mu