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# ar X iv : 0 90 8 . 13 72 v 1 [ m at h . A T ] 1 0 A ug 2 00 9 ON STRUCTURE SETS OF MANIFOLD PAIRS

@inproceedings{CenceljarXI, title={ar X iv : 0 90 8 . 13 72 v 1 [ m at h . A T ] 1 0 A ug 2 00 9 ON STRUCTURE SETS OF MANIFOLD PAIRS}, author={Matija Cencelj and V. MURANOV and Dusan Repovs} }

In this paper we systematically describe relations between various structure sets which arise naturally for pairs of compact topological manifolds with boundary. Our consideration is based on a deep analogy between the case of a compact manifold with boundary and the case of a closed manifold pair. This approach also gives a possibility to construct the obstruction groups for natural maps of various structure sets and to investigate their properties.Â

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