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On the connectivity of finite subset spaces

Jacob MostovoyRustam Sadykov — 2012

Fundamenta Mathematicae

We prove that the space e x p k S m + 1 of nonempty subsets of cardinality at most k in a bouquet of m+1-dimensional spheres is (m+k-2)-connected. This, as shown by Tuffley, implies that the space e x p k X is (m+k-2)-connected for any m-connected cell complex X.

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