Abstract
We prove that if X n , n ≥ 6, is a compact ANR homology n-manifold, we can blow up the singularities of X to obtain an ANR homology n-manifold with the disjoint disks property. More precisely, we show that there is an ANR homology n-manifold Y with the disjoint disks property and a cell-like map /: Y → X.
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