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    Free actions on products of spheres at high dimensions
    (Geometry & Topology Publications, 2013) Okutan, O. B.; Yalçın, E.
    A classical conjecture in transformation group theory states that if G=(ℤ/p)r acts freely on a product of k spheres Sn 1 ×...× Sn k, then r ≤ k. We prove this conjecture in the case where the dimensions {ni} are high compared to all the differences |ni-nj| between the dimensions.