The pebbling number of \(C_5\times C_5\)
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Publication:1584299
DOI10.1016/S0012-365X(97)00229-XzbMath0955.05106MaRDI QIDQ1584299
Aparna W. Higgins, David Samuel Herscovici
Publication date: 2 November 2000
Published in: Discrete Mathematics (Search for Journal in Brave)
Related Items (27)
Lemke graphs and Graham's pebbling conjecture ⋮ On the pebbling number of \(\mathcal{C}_m \times \mathcal{C}_n\) in case of even parity ⋮ A note on pebbling bound for a product of Class 0 graphs ⋮ General graph pebbling ⋮ The \(t\)-pebbling number of \(C_5\square C_5\) ⋮ The 2-pebbling property of squares of paths and Graham's conjecture ⋮ The 2-pebbling property for dense graphs ⋮ On the \(t\)-pebbling number and the \(2t\)-pebbling property of graphs ⋮ Generalizations of Graham's pebbling conjecture ⋮ A note on optimal pebbling of hypercubes ⋮ Two-pebbling and odd-two-pebbling are not equivalent ⋮ Pebbling number of squares of odd cycles ⋮ The pebbling number of squares of even cycles ⋮ Pebbling on zig-zag chain graph of n odd cycles ⋮ The pebbling threshold of the square of cliques ⋮ Bounds for the pebbling number of product graphs ⋮ The proof of a conjecture due to Snevily ⋮ Pebbling C5× C5using linear programming ⋮ Pebbling numbers of some graphs ⋮ Computing bounds on product graph pebbling numbers ⋮ Graham's pebbling conjecture on products of many cycles ⋮ Generalizedt-pebbling number of a graph ⋮ Graham's pebbling conjecture on product of thorn graphs of complete graphs ⋮ The optimal \(t\)-pebbling number of a certain complete \(m\)-ary tree ⋮ Unnamed Item ⋮ Herscovici’s conjecture on C2n × G ⋮ Graham's pebbling conjecture on product of complete bipartite graphs
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