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A note on the jumping constant conjecture of Erdős
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[PDF] A note on the jumping constant conjecture of Erdös
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A note on the jumping constant conjecture of Erdös · P. Frankl, Yuejian Peng, +1 author. John M. Talbot · Published in J. Comb. Theory B 1 March 2007 ...
A note on the jumping constant conjecture of Erdős
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Let r 2 be an integer. The real number α ∈ [0, 1] is a jump for r if there exists c > 0 such that for every positive and every integer m r, every r-uniform ...
A note on the jumping constant conjecture of Erdős
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由 P Frankl 著作2007被引用 44 次 — Another well-known question of Erdos is whether r!r^r is a jump for r>=3 and what is the smallest non-jumping number. In this paper we prove that 52r!r ...
A note on the jumping constant conjecture of Erdős | CoLab
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Let r ⩾ 2 be an integer. The real number α ∈ [ 0 , 1 ] is a jump for r if there exists c > 0 such that for every positive ϵ and every integer m ⩾ r ...
(PDF) On the jumping constant conjecture for multigraphs
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2024年10月22日 — The set Π 2 shows that every real number in [0, 1) is a jump for r = 2. Erdős conjectured [9] that this is also the case for r ≥ 3 and offered ...
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A note on the jumping constant conjecture of Erdos. 1 Mar 2007Journal of Combinatorial Theory, Series B97(2):204-216. Co-authors Frankl P, Peng, Y ...4 more.
On the jumping constant conjecture for multigraphs
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The result This note extends the main result of [3], an assertion about simple graphs, to loopless multigraphs (henceforth multigraphs). We prove: Theorem 1 For ...
arXiv:2405.08239v1 [math.CO] 13 May 2024
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由 D Conlon 著作2024被引用 2 次 — Talbot, A note on the jumping constant conjecture of Erdős, J. Combin. Theory Ser. B 97 (2007), 204–216. Ò. [7] P. Frankl and V. Rödl ...
Vojtěch Rödl - publications - Emory Mathematics
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A note on the jumping constant conjecture of Erdős (with P. Frankl, Y. Peng and J. Talbot) J. Combin. Theory Ser. B, 2007, vol. 97, no. 2, pg. 204 - 216 ...