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Andreas Holmsen, Fractional Helly and topological complexity
Andreas Holmsen, Fractional Helly and topological complexity
The fractional Helly theorem is a simple yet remarkable generalization of Helly's classical theorem on the intersection of convex sets, and it is of considerable interest to extend the fractional Helly theorem beyond the setting of convexity. In this talk I will discuss a recent result which shows that the fractional Helly theorem holds for families …