|Title: On a problem in Euclidean Ramsey Theory|
|Speaker: Adril Arman of The University of Manitoba|
|Contact: Dwight Duffus, email@example.com|
|Date: 2017-04-21 at 4:00PM|
An old open problem in Euclidean Ramsey theory asks if the points in $E^3$ are coloured in red and blue, does there exist either a red pair of points at unit distance or six collinear blue points separated by unit distances? After a short survey of related problems, I will give a positive answer to this problem and outline the proof. This talk is based on a joint work with Sergei Tsaturian.
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