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Tomas Rusin

Publications and source records attributed to Tomas Rusin.

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Higher simple structure sets of lens spaces with the fundamental group of order $2^K$

Extending work of many authors we calculate the higher simple structure sets of lens spaces in the sense of surgery theory in the case when the fundamental group has order a power of $2$. As a corollary we also obtain a calculation of the simple structure set of the products of lens spaces and spheres of dimension grater or equal to $3$ in this case.

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