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- W3168185961 abstract "The conformal module of conjugacy classes of braids is an invariant that appeared earlier than the entropy of conjugacy classes of braids, and is inverse proportional to the entropy. Using the relation between the two invariants we give a short conceptional proof of an earlier result on the conformal module. Mainly, we consider situations, when the conformal module of conjugacy classes of braids serves as obstruction for the existence of homotopies (or isotopies) of smooth objects involving braids to the respective holomorphic objects, and present theorems on the restricted validity of Gromov's Oka principle in these situations." @default.
- W3168185961 created "2021-06-22" @default.
- W3168185961 creator A5050015057 @default.
- W3168185961 date "2021-05-28" @default.
- W3168185961 modified "2023-09-27" @default.
- W3168185961 title "Gromov's Oka principle, fiber bundles and the conformal module" @default.
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