Topological isotopy and Cochran's derived invariants (2011.01409v1)

Published 3 Nov 2020 in math.GT

Abstract: We construct a link in the $3$-space that is not isotopic to any PL link (non-ambiently). In fact, there exist uncountably many $I$-equivalence classes of links. The paper also includes some observations on Cochran's invariants $\beta_i$.

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Authors (1)

Sergey A. Melikhov

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