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- W2989711144 abstract "Using the ordered analogue of Farley-Sabalka's discrete gradient field on the configuration space of a graph, we unravel a levelwise behavior of the generators of the pure braid group on a tree. This allows us to generalize Farber's equivariant description of the homotopy type of the configuration space on a tree on two particles. The results are applied to the calculation of all the higher topological complexities of ordered configuration spaces on trees on any number of particles." @default.
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- W2989711144 date "2019-11-28" @default.
- W2989711144 modified "2023-09-24" @default.
- W2989711144 title "Farley-Sabalka's Morse-theory model and the higher topological complexity of ordered configuration spaces on trees" @default.
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