A presentation of mapping class groups in terms of Artin groups and geometric monodromy of singularities

By Makoto Matsumoto. 2000

56 citations recorded by the source corpus.

Subfields: Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/fc8e839589aae50bc43d30f28aa8794b54d0ed5d

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Geometry and Topology

1. Matthew R. Ballard
2. David Favero
3. L. Katzarkov
4. P. Seidel
5. D. Auroux
6. Yankı Lekili
7. Dmitri Orlov
8. M. Abouzaid

In Mathematical Physics

1. Matthew R. Ballard
2. David Favero
3. L. Katzarkov
4. P. Seidel
5. Yankı Lekili
6. Dmitri Orlov
7. D. Auroux

Citations in the corpus

• Orlov spectra: bounds and gaps (2010, methodology): “i. As mentioned in Example 2.30, the endofunctor on Dπ Fuk(Σ g) induced by si is Li. In order to proceed we will need to use the following relation in the mapping class group due to M. Matsumoto (see [35] Theorem 1.5): 49 S1 S 2 S2g−2 S2g−1 X0 S2g Figure 1. A choice of the Si and X0 from the proof o”