Non-crossing partitions
Baumeister B, Bux K-U, Götze F, Kielak D, Krause H (2019)
arXiv:1903.01146.
Preprint | Englisch
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Einrichtung
Abstract / Bemerkung
Non-crossing partitions have been a staple in combinatorics for quite some
time. More recently, they have surfaced (sometimes unexpectedly) in various
other contexts from free probability to classifying spaces of braid groups.
Also, analogues of the non-crossing partition lattice have been introduced.
Here, the classical non-crossing partitions are associated to Coxeter and Artin
groups of type $\mathsf{A}_n$, which explains the tight connection to the
symmetric groups and braid groups. We shall outline those developments.
Erscheinungsjahr
2019
Zeitschriftentitel
arXiv:1903.01146
Page URI
https://pub.uni-bielefeld.de/record/2934694
Zitieren
Baumeister B, Bux K-U, Götze F, Kielak D, Krause H. Non-crossing partitions. arXiv:1903.01146. 2019.
Baumeister, B., Bux, K. - U., Götze, F., Kielak, D., & Krause, H. (2019). Non-crossing partitions. arXiv:1903.01146
Baumeister, Barbara, Bux, Kai-Uwe, Götze, Friedrich, Kielak, Dawid, and Krause, Henning. 2019. “Non-crossing partitions”. arXiv:1903.01146.
Baumeister, B., Bux, K. - U., Götze, F., Kielak, D., and Krause, H. (2019). Non-crossing partitions. arXiv:1903.01146.
Baumeister, B., et al., 2019. Non-crossing partitions. arXiv:1903.01146.
B. Baumeister, et al., “Non-crossing partitions”, arXiv:1903.01146, 2019.
Baumeister, B., Bux, K.-U., Götze, F., Kielak, D., Krause, H.: Non-crossing partitions. arXiv:1903.01146. (2019).
Baumeister, Barbara, Bux, Kai-Uwe, Götze, Friedrich, Kielak, Dawid, and Krause, Henning. “Non-crossing partitions”. arXiv:1903.01146 (2019).
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