Tag Archives: Rodl nibble

Keevash on triangle decompositions

Today Peter Keevash finished four and a half hours of lectures on his latest improvement of his result on the existence of designs. I have heard him talk on this before, but in a one-hour talk he had time to … Continue reading

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ACCMCC, Days 2 and 3

Tuesday started with an impressive plenary talk from Nevena Francetić on “group divisible coverings” (these are, roughly, like covering arrays but with some blanks. The range of methods she used was impressive: the Rödl nibble, an extension of Baranyai’s theorem, … Continue reading

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