Titlebook: Geometry of Cuts and Metrics; Michel Marie Deza,Monique Laurent Book 1997 Springer-Verlag Berlin Heidelberg 1997 Geometrie von Polyedern.G

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Hypermetric GraphsWe group in this chapter several results concerning hypermetricity of distance spaces arising from graphs.

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機(jī)械

Einführung in die Theorie normaler Metallethal [1953], (.,.(.)) is called a . of (.,.). A general question is to find nontrivial functions . which preserve certain properties, such as metricity, ..- or ..-embeddability, of the original distance space.

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Operationsxtension operation, the antipodal extension operation, the spherical extension operation, which are described, respectively, in Sections 7.1, 7.2 and 7.3. We also consider the direct product, the tensor product, and the 1-sum operations in Sections 7.5 and 7.6.

ENNUI

Metric Transforms of ,,-Spacesthal [1953], (.,.(.)) is called a . of (.,.). A general question is to find nontrivial functions . which preserve certain properties, such as metricity, ..- or ..-embeddability, of the original distance space.

Mendacious

Station?rer Betrieb der Schenkelpolmaschine. Interesting problems concerning these polyhedra arise in many different areas of mathematics and its applications. Surprisingly, these polyhedra have been considered independently by a number of authors with various mathematical backgrounds and motivations. One of our objectives is to show on the

NEXUS

,Die Nevanlinnaschen Haupts?tze,c notions; further definitions will be introduced later in the text as they are needed. The reader may consult, for instance, the following textbooks for more detailed infor-mation: Bondy and Murty [1976] for graphs, Grünbaum [1967], Schrijver [1986], Ziegler [1995] for polyhedra, Lancaster and Tism

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