We study the existence of rainbow perfect matching and rainbow Hamiltonian cycles in edge–colored graphs where every color appears a bounded number of times.
Mar 2, 2017 · In this paper we study the existence of rainbow perfect matching and Hamiltonian cycles un- der minimum degree conditions on an edge-colored ...
Rainbow spanning subgraphs in bounded edge–colourings of ...
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We study the existence of rainbow perfect matching and rainbow Hamiltonian cycles in edge–colored graphs where every color appears a bounded number of times ...
A subgraph H of an edge-colored graph G is rainbow if the edges of H have pairwise distinct colors. Erd˝os and Spencer [6] initiated the study of rainbow ...
We study the existence of rainbow perfect matching and rainbow Hamiltonian cycles in edge–colored graphs where every color appears a bounded number of times ...
We study the existence of rainbow perfect matching and rainbow Hamiltonian cycles in edge–colored graphs where every color appears a bounded number of times ...
Rainbow spanning subgraphs in bounded edge–colourings of graphs with large minimum degree, ca. dc.type, Journal Article, en. dc.identifier.doi, 10.1016/j.endm ...
Apr 24, 2017 · Abstract. In this short note, we study pairwise edge-disjoint rainbow spanning trees in properly edge-coloured complete graphs, ...
In this work we study the existence of rainbow perfect matching and Hamiltonian cycles under minimum degree conditions on an edge-colored graph where every ...
May 27, 2024 · We first study the minimum color degree condition forcing vertex-disjoint rainbow triangles in edge- colored graphs. In 2013, Li proved a best ...