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Edge-Transitive Homogeneous Factorisations of Complete Graphs
This thesis concerns the study of homogeneous factorisations of complete graphs with edge-transitive factors. A factorisation of a complete graph $K_n$ is a partition of its edges into disjoint classes. Each class of edges in a factorisation of $K_n$ corresponds to a spanning subgraph called a factor.
openaire +2 more sources
Finite edge-transitive Cayley graphs and rotary Cayley maps [PDF]
Cai Heng Li
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monarchr: an R package for querying biomedical knowledge graphs. [PDF]
O'Neil ST +7 more
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The step Sidorenko property and non-norming edge-transitive graphs [PDF]
Daniel Král͏̌ +3 more
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Edge-transitive graphs of small order and the answer to a 1967 question by Folkman [PDF]
Marston Conder, Gabriel Verret
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Average distance between the processors of biswapped networks. [PDF]
Prabhu S +3 more
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Transitivity, contextuality and decision making. [PDF]
Sulis WH.
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Another character theoretic formula for base size. [PDF]
Del Valle C.
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The impact of intransitivity on the Elo rating system. [PDF]
Hamilton AH, Kalenkova A, Roughan M.
europepmc +1 more source
Infinite vertex-transitive, edge-transitive non-$1$-transitive graphs [PDF]
Carsten Thomassen, Mark E. Watkins
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