Math @ Duke

Publications [#321994] of John Harer
Papers Published
 Casson, AJ; Harer, JL, Some homology lens spaces which bound rational homology balls,
Pacific Journal of Mathematics, vol. 96 no. 1
(January, 1981),
pp. 2336, Mathematical Sciences Publishers [MR83h:57013], [doi]
(last updated on 2019/04/19)
Abstract: A homology lens space is a smooth closed 3manif old M 3 with H k (M 3 ) = H k (L(p, l)) for all k (p some nonnegative integer). When p= 1 M 3 is a homology 3sphere. It is an open question which of these homology lens spaces bound rational homology balls and of special interest which homology 3spheres bound contractible manifolds. In this note we answer this question for certain Seifert fibre spaces, each with three exceptional fibres. © 1981, University of California, Berkeley. All Rights Reserved.


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