Bounds on maximal families of sets not containing three sets with A ∩ B ⊂ C, A ̸ ⊂ B. (English summary) Order 25 (2008), no. 3, 229–236. The authors give upper and lower asymptotic bounds for the maximum size family of sets F containing no three sets A, B, and C where C ⊂ A and C ⊂ B but A and B are incomparable. Specifically, the bounds are n ⌊
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