Pages that link to "Item:Q2007338"
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The following pages link to Anti-Ramsey numbers in complete \(k\)-partite graphs (Q2007338):
Displaying 22 items.
- Anti-Ramsey numbers in complete split graphs (Q279216) (← links)
- Anti-Ramsey numbers of graphs with small connected components (Q292266) (← links)
- Anti-Ramsey coloring for matchings in complete bipartite graphs (Q512859) (← links)
- Anti-Ramsey number of Hanoi graphs (Q1630944) (← links)
- Anti-Ramsey numbers for matchings in 3-regular bipartite graphs (Q1732824) (← links)
- Rainbow matchings in edge-colored complete split graphs (Q1746587) (← links)
- The anti-Ramsey numbers of \(C_3\) and \(C_4\) in complete \(r\)-partite graphs (Q1981664) (← links)
- Anti-Ramsey number of triangles in complete multipartite graphs (Q2045396) (← links)
- Anti-Ramsey number of matchings in \(r\)-partite \(r\)-uniform hypergraphs (Q2075528) (← links)
- Anti-Ramsey numbers for cycles in the generalized Petersen graphs (Q2148049) (← links)
- Anti-Ramsey problems in complete bipartite graphs for \(t\) edge-disjoint rainbow spanning subgraphs: cycles and matchings (Q2334066) (← links)
- Anti-Ramsey problems in complete bipartite graphs for \(t\) edge-disjoint rainbow spanning trees (Q2657096) (← links)
- Anti-Ramsey numbers for trees in complete multi-partite graphs (Q2675857) (← links)
- On the anti-Ramsey numbers for spanning trees (Q2732627) (← links)
- Anti-Ramsey numbers of doubly edge-critical graphs (Q3652531) (← links)
- Anti-Ramsey numbers for matchings in regular bipartite graphs (Q5347253) (← links)
- (Q5463539) (← links)
- On a generalized anti-Ramsey problem (Q5955206) (← links)
- Anti‐Ramsey number of expansions of paths and cycles in uniform hypergraphs (Q6046647) (← links)
- Anti-Ramsey Number of Edge-Disjoint Rainbow Spanning Trees in All Graphs (Q6100615) (← links)
- Computing the anti-Ramsey number for trees in complete tripartite graph (Q6108022) (← links)
- Turán numbers and anti-Ramsey numbers for short cycles in complete \(3\)-partite graphs (Q6162143) (← links)