Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - arXiv preprint arXiv:2102.08995, 2021 - arxiv.org
In this paper, we study the rainbow Erd\H {o} s-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
[PDF][PDF] Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - researchgate.net
In this paper, we study the rainbow Erdos-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
In this paper, we study the rainbow Erdős-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
[PDF][PDF] Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - ris.utwente.nl
In this paper, we study the rainbow Erdos-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - The Electronic journal of …, 2022 - research.utwente.nl
In this paper, we study the rainbow Erdős-Rothschild problem with respect to 3term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
[PDF][PDF] Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - scholar.archive.org
In this paper, we study the rainbow Erdos-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
[PDF][PDF] Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - emis.de
In this paper, we study the rainbow Erdos-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
Integer Colorings with No Rainbow 3-Term Arithmetic Progression
X Li, H Broersma, L Wang - The Electronic Journal of …, 2022 - combinatorics.org
In this paper, we study the rainbow Erdős-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
arithmetic progressions. We obtain the asymptotic number of $ r $-colorings of $[n] $ without …
[PDF][PDF] Integer colorings with no rainbow 3-term arithmetic progression
X Li, H Broersma, L Wang - ris.utwente.nl
In this paper, we study the rainbow Erdos-Rothschild problem with respect to 3-term
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …
arithmetic progressions. We obtain the asymptotic number of r-colorings of [n] without …