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- W2398819634 endingPage "112" @default.
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- W2398819634 abstract "In this thesis, we study bispanning graphs, i.e., graphs whose edge set consists of two disjoint spanning trees. In particular, we analyze this graph class with respect to a conjecture due to Mayr and Plaxton. In simple terms, this conjecture states that there exists a minimum number of spanning tree with distinct weights required that the weight function fulfills predefined properties. We are able to prove this claim for certain subclasses of all weighted bispanning graphs. Based on these findings, we formulate a refined conjecture and point out a connection to a special kind of base orderings." @default.
- W2398819634 created "2016-06-24" @default.
- W2398819634 creator A5053412311 @default.
- W2398819634 date "2009-01-01" @default.
- W2398819634 modified "2023-09-24" @default.
- W2398819634 title "Ranking and Ordering Problems of Spanning Trees" @default.
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