Farber’s conjecture for planar graphs

Author:

Knudsen Ben

Publisher

Springer Science and Business Media LLC

Subject

General Physics and Astronomy,General Mathematics

Reference17 articles.

1. Abrams, A.: Configuration spaces of braid groups of graphs. PhD thesis, UC Berkeley, (2000)

2. Aguilar-Guzmán, J., González, J., Hoekstra-Mendoza, T.: Farley–sabalka’s morse-theory model and the higher topological complexity of ordered configuration spaces of trees. arXiv:1911.12522, (2019)

3. An, B.H., Drummond-Cole, G.C., Knudsen, B.: Subdivisional spaces and graph braid groups. Doc. Math. 24, 1513–1583 (2019)

4. Basabe, I., González, J., Rudyak, Y., Tamaki, D.: Higher topological complexity and its symmetrization. Algebr. Geom. Topol. 14, 2103–2124 (2014)

5. Chettih, S., Lütgehetmann, D.: The homology of configuration spaces of trees with loops. Alg. Geom. Topol. 18(4), 2443–2469 (2018)

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