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On mixed Ramsey numbers

✍ Scribed by Baogen Xu; Zhongfu Zhang

Book ID
108316301
Publisher
Elsevier Science
Year
1999
Tongue
English
Weight
189 KB
Volume
199
Category
Article
ISSN
0012-365X

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## for my mentors don bonar and gerald thompson We prove the following relation between regressive and classical Ramsey numbers ΒΌ 8; R 4 reg Γ°6Þ ΒΌ 15; and R 5 reg Γ°7Þ536: We prove that R 2 xΓΎk Γ°4Þ42 kΓΎ1 Γ°3 ΓΎ kÞ Γ€ Γ°k ΓΎ 1Þ; and use this to compute R 2 reg Γ°5Þ ΒΌ 15: Finally, we provide the bounds 19

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## Abstract The irredundant Ramsey number __s(m, n)__ is the smallest __N__ such that in every red‐blue coloring of the edges of __K__~__N__~, either the blue graph contains an __m__‐element irredundant set or the red graph contains an __n__‐element irredundant set. The definition of the mixed Rams