SU\G(𝔸)/K·U

Kenneth Moore

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All published works
Action Title Year Authors
+ Any Two-Coloring of the Plane Contains Monochromatic 3-Term Arithmetic Progressions 2024 Gabriel Currier
Kenneth Moore
Chi Hoi Yip
+ PDF Chat Any two-coloring of the plane contains monochromatic 3-term arithmetic progressions 2024 Gabriel Currier
Kenneth Moore
Chi Hoi Yip
Common Coauthors
Coauthor Papers Together
Chi Hoi Yip 2
Gabriel Currier 2
Commonly Cited References
Action Title Year Authors # of times referenced
+ Research Problems in Discrete Geometry 2005 János Pach
Peter BraĂź
W. O. J. Moser
 1
+ Monochromatic Translates of Configurations in the Plane 2001 Arthur Szlam
 1
+ Ramsey type theorems in the plane 1979 Rozália Juhász
 1
+ Note on a Ramsey-type problem in geometry 1994 György Csizmadia
Gézá Tóth
 1
+ Euclidean ramsey theorems. I 1973 P. Erdős
Ronald Graham
Pettitt B. Montgomery
Bruce Rothschild
J. Spencer
E. G. Straus
 1
+ PDF Chat A result in asymmetric Euclidean Ramsey theory 2017 Andrii Arman
Sergei Tsaturian
 1
+ PDF Chat Lines in Euclidean Ramsey Theory 2018 David Conlon
Jacob Fox
 1
+ PDF Chat The Chromatic Number of the Plane is At Least 5: A New Proof 2019 Geoffrey Exoo
Dan Ismailescu
 1
+ A Euclidean Ramsey Result in the Plane 2017 Sergei Tsaturian
 1
+ PDF Chat More on lines in Euclidean Ramsey theory 2023 David Conlon
Yuhan Wu
 1
+ Any Two-Coloring of the Plane Contains Monochromatic 3-Term Arithmetic Progressions 2024 Gabriel Currier
Kenneth Moore
Chi Hoi Yip
 1