A bibliography of graph equations

DOI10.1002/jgt.3190030402zbMath0423.05038OpenAlexW1596037964MaRDI QIDQ3856811

Dragos Cvetković, Slobodan K. Simic

Publication date: 1979

Published in: Journal of Graph Theory (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1002/jgt.3190030402

zbMATH Keywords

bibliographyBibliographygraph equations

Mathematics Subject Classification ID

Graph theory (05C99)

Related Items

Infinite \(\Phi\)-periodic graphs, Graph equation for line graphs and \(m\)-step graphs, On commutativity of two unary digraph operations: subdividing and line-digraphing, Circulant graphs with \(\det(-A(G))=-\deg(G)\): Codeterminants with \(K_n\)

Cites Work

• Graph multiplication
• Some properties of line digraphs
• Graph derivatives
• Infinite digraphs isomorphic with their line digraphs
• Graph equations for line graphs and total graphs
• Directed graphs with unique paths of fixed length
• Just two total graphs are complementary
• On some solutions of \(A^k=dI+\lambda J\)
• Gaps in the exponent set of primitive matrices
• On the linegraph of a directed-graph
• On interchange graphs
• Über das lexikographische Produkt von Graphen
• Infinite self-interchange graphs
• A characterization of clique graphs
• On repeated interchange graphs. II
• On the cancellation law among finite relational structures
• On products of graphs and regular groups
• Das lexikographische Produkt gerichteter Graphen. (The lexicographic product of directed graphs)
• Line isomorphisms on dipseudographs
• Über iterierte Clique-Graphen
• Characterization of n-path graphs and of graphs having \(n\)-th root
• On Moore Graphs with Diameters 2 and 3
• On the Polynomial of a Graph
• Every (p,p-2) graph is contained in its complement
• Line pseudodigraphs
• The interchange graph of a finite graph
• On Repeated Interchange Graphs
• Tournaments and Tensor Products of Digraphs
• Structure of Regular Total Graphs†
• A partial characterization of clique graphs
• The Total Group of a Graph
• Tensor products of digraphs and the structure of groups of pairs
• Graphs whose complement and line graph are isomorphic
• Notes on central groupoids
• Connectivity in Products of Graphs
• Characterizations of derived graphs
• A Characterization of Total Graphs
• Some theorems on tensor composite graphs
• On Characterizing Tensor Composite Graphs
• Cardinal multiplication of structures with a reflexive relation
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