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- W2472649246 abstract "We develop a theory of generalized Hopf invariants in the setting of sectional category. In particular we show how Hopf invariants for a product of fibrations can be identified as shuffle joins of Hopf invariants for the factors. Our results are applied in the study of Farber's topological complexity for 2-cell complexes, as well as in the construction of a counter-example to the analogue for topological complexity of Ganea's conjecture on Lusternik-Schnirelmann category." @default.
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- W2472649246 date "2014-05-27" @default.
- W2472649246 modified "2023-10-18" @default.
- W2472649246 title "Hopf Invariants for sectional category with applications to topological robotics" @default.
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