Sub-exponential Time Parameterized Algorithms for Graph Layout Problems on Digraphs with Bounded Independence Number. [PDF]
Misra P, Saurabh S, Sharma R, Zehavi M.
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A class of vertex-transitive digraphs
Abstract1.1. We determine all the symmetric digraphs with a prime number, p, of vertices. We also determine the structure of their groups. Our results are similar to the case of undirected graphs. But some of the proofs are simpler.2.2. The isomorphic classes of the vertex-transitive digraphs with p vertices are enumerated.3.3.
Chao, Chong-Yun, Wells, Jacqueline G
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Developing an evidence-based TISM: an application for the success of COVID-19 Vaccination Drive. [PDF]
Singh S, Dhir S, Sushil S.
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An application of neighbourhoods in digraphs to the classification of binary dynamics. [PDF]
Conceição P +5 more
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COVID-19 medical waste transportation risk evaluation integrating type-2 fuzzy total interpretive structural modeling and Bayesian network. [PDF]
Tang J, Liu X, Wang W.
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Digraphs Admitting Sharply Edge-transitive Automorphism Groups
A permutation group G on a set X is a sharply edge-transitive group (SETG) if there exists a directed graph (X,R) such that \(G\leq Aut(X,R)\) and G acts as a regular permutation group on R. Let \(K^ h_ m\) denote the directed graph whose vertex set is partitioned into h disjoint m-sets and any two vertices in distinct m-sets are joined in both ...
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Conley-Morse-Forman theory for generalized combinatorial multivector fields on finite topological spaces. [PDF]
Lipiński M +3 more
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Germán Benítez-Bobadilla +2 more
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Modelling Causal Factors of Unintentional Electromagnetic Emanations Compromising Information Technology Equipment Security. [PDF]
Martin M, Sunmola F, Lauder D.
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Observations on the Lovász θ-Function, Graph Capacity, Eigenvalues, and Strong Products †. [PDF]
Sason I.
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