Titlebook: Digraphs; Theory, Algorithms a J?rgen Bang-Jensen,Gregory Gutin Book 20021st edition Springer-Verlag London 2002 Applications.Directed Grap

ACTIN

Generalizations of Digraphs,t some results remain the same with respect to their formulation, but their proofs become much more involved. Other results do not hold any more. This gives an additional insight to the theory of digraphs. In particular, we can more clearly see which properties of digraphs allow us to obtain various results on them.

同位素

https://doi.org/10.1007/978-1-4471-3886-0Applications; Directed Graphs; Notation; Theory; algorithms; diagraphs; flows and connectivity; graph; graph

模范

BILL

Markus Strauch,Andreas Schr?er,Bj?rn SchmitzIn this chapter we will consider the hamiltonian path and cycle problems for digraphs as well as some related problems such as the longest path and cycle problems and the minimum path factor problem. We describe and prove a number of results in the area as well as formulate several open questions.

debris

https://doi.org/10.1007/978-3-531-94105-9In this chapter we discuss results which in one way or another generalize the notion of hamiltonicity. As can be seen from the content of the chapter, there are quite a number of such topics. In fact many more could be added, but we feel that the ones included here are representative.

Tidious

Esophagus

Hamiltonian Refinements,In this chapter we discuss results which in one way or another generalize the notion of hamiltonicity. As can be seen from the content of the chapter, there are quite a number of such topics. In fact many more could be added, but we feel that the ones included here are representative.

龍蝦

Infelicity

alleviate

Gruppenstruktur und Interaktionsproze?ingle tool for applications of digraphs and perhaps even of graphs as a whole. At the same time, from a theoretical point of view, flow problems constitute a beautiful common generalization of shortest path problems and problems such as finding internally (arc)-disjoint paths from a given vertex to