MODULES OF LINKS WITH INTERSECTING COMPONENTS


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Abstract

An I-link K is a union of two n-spheres smoothly embedded in Sn+2 and transversally intersecting each other along a smoothly embedded (n − 2)-sphere. The homology groups of the universal Abelian cover of Sn+2\K regarded as modules over the group ring ℤ[ℤℤ]are studied. Bibliography: 6 titles.

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