Results 91 to 100 of about 48,688 (228)
Tree-average distances on certain phylogenetic networks have their weights uniquely determined
A phylogenetic network N has vertices corresponding to species and arcs corresponding to direct genetic inheritance from the species at the tail to the species at the head.
Willson Stephen J
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Tr-Span of Directed Wheel Graphs
In this paper, we consider T-colorings of directed graphs. In particular, we consider as a T-set the set Tr = {0, 1, 2, . . ., r−1, r+1, . . .}. Exact values and bounds of the Tr-span of directed graphs whose underlying graph is a wheel graph are ...
Besson Marc, Tesman Barry
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Directed graph theory for the analysis of biological regulatory networks
Synchronous regulated biological networks are often represented as logical diagrams, where the precise interactions between elements remain obscured. Here, we introduce a novel type of excitation-inhibition graph based on Boolean logic, which we term ...
Martha Takane +8 more
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Unordered Love in infinite directed graphs
A digraph D=(V,A) has the Unordered Love Property (ULP) if any two different vertices have a unique common outneighbor. If both (V,A) and (V,A−1) have the ULP, we say that D has the SDULP.
Peter D. Johnson
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Multi-agent consensus with heterogeneous time-varying input and communication delays in digraphs [PDF]
Wei Jiang +2 more
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Digraphs Structures Corresponding to the Analogue Realisation of Fractional Continuous-Time System [PDF]
A. Konrad
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Strengthening the directed Brooks' theorem for oriented graphs and consequences on digraph redicolouring [PDF]
Lucas Picasarri‐Arrieta
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On k-geodetic digraphs with excess one
A k-geodetic digraph G is a digraph in which, for every pair of vertices u and v (not necessarily distinct), there is at most one walk of length at most k from u to v. If the diameter of G is k, we say that G is strongly geodetic.
Anita Abildgaard Sillasen
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Extremal results on feedback arc sets in digraphs [PDF]
Jacob Fox, Zoe Himwich, Nitya Mani
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