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A strong-shape theoretical version of a result due to E. Lima

Topology and its Applications (1991) 40(1) 17-21
DOI: 10.1016/0166-8641(91)90055-Q
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Abstract

There exists a strong-shape theoretical version of S-duality for two compacta X, Y ⊂ Sn (Theorem 1.1) which turns out to be an immediate consequence of Alexander duality for generalized (co-)homology theories Ē*, Ē* with coefficients in a spectrum E, as in [1]. This result transfers earlier investigations by Lima [4] from ordinary to strong shape theory. © 1991.

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Bauer, F. W. (1991). A strong-shape theoretical version of a result due to E. Lima. Topology and Its Applications, 40(1), 17–21. https://doi.org/10.1016/0166-8641(91)90055-Q

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