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19932018
most citedAn infinite-dimensional phenomenon in finite-dimensional metric topology

4 citations · 7 across the 4 of their papers we have counts for

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6 papers

math.GT2018★ 3 cited

On the stable Cannon Conjecture

Steve Ferry, Wolfgang Lueck, Shmuel Weinberger

The Cannon Conjecture for a torsionfree hyperbolic group G with boundary homeomorphic to S^2 says that G is the fundamental group of an aspherical closed 3-manifold M. It is known…

math.AT2013

Reconstructing Functions from Random Samples

Steve Ferry, Konstantin Mischaikow, Vidit Nanda

From a sufficiently large point sample lying on a compact Riemannian submanifold of Euclidean space, one can construct a simplicial complex which is homotopy-equivalent to that man…

math.AT2011

The rational classification of links of codimension >2

Diarmuid Crowley, Steven C. Ferry, Mikhail Skopenkov

Fix an integer m and a multi-index p = (p_1, ..., p_r) of integers p_i < m-2. The set of links of codimension > 2, with multi-index p, E(p, m), is the set of smooth isotopy classes…

math.GT2006★ 4 cited

An infinite-dimensional phenomenon in finite-dimensional metric topology

A. Dranishnikov, S. Ferry, S. Weinberger

We show that there are homotopy equivalences between closed manifolds which are induced by cell-like maps and but which are not homotopic to homeom…

math.AT2000

A survey of Wall's finiteness obstruction

Steve Ferry, Andrew Ranicki

Wall's finiteness obstruction is an algebraic K-theory invariant which decides if a finitely dominated space is homotopy equivalent to a finite CW complex. The object of this surve…

math.GT1993

Topology of homology manifolds

John L. Bryant, Steven C. Ferry, Washington Mio +1

We construct examples of nonresolvable generalized -manifolds, , with arbitrary resolution obstruction, homotopy equivalent to any simply connected, closed -manifold…