Cyclic base ordering of certain degenerate graphs
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Publication:6657273
DOI10.1016/J.DAM.2024.11.022MaRDI QIDQ6657273
Xiaofeng Gu, William Zhang, Jessica C. Li, Eric H. Yang
Publication date: 6 January 2025
Published in: (Search for Journal in Brave)
Cites Work
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- Cyclic orderings and cyclic arboricity of matroids
- Augmenting and preserving partition connectivity of a hypergraph
- Characterizations of strength extremal graphs
- Balanced and 1-balanced graph constructions
- Bases-cobases graphs and polytopes of matroids
- Characterization of removable elements with respect to having \(k\) disjoint bases in a matroid
- Transforming a graph into a 1-balanced graph
- Ordering of the elements of a matroid such that its consecutive w elements are independent
- Graphes équilibrés et arboricité rationnelle. (Balanced graphs and rational arboricity)
- Convex hulls of dense balanced graphs
- Fractional arboricity, strength, and principal partitions in graphs and matroids
- Connectivity and edge-disjoint spanning trees
- Basis-exchange properties of sparse paving matroids
- Structural results on maximal k-degenerate graphs
- Strongly balanced graphs and random graphs
- The Square of a Hamiltonian Cycle
- Sequences realizable by maximal k‐degenerate graphs
- Partitioning a graph into two square-cycles
- k-Degenerate Graphs
- Non-separable and planar graphs.
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