Lang Mou

I am a postdoc at the Department of Mathematics, University of Cologne, in the group of Prof. Sibylle Schroll.

Before moving to Cologne, I was a Royal Society - Newton International Fellow at the University of Cambridge.  I obtained my Ph.D. in Mathematics in 2020 from the University of California, Davis.

My research is in cluster algebras and more generally in representation theory.

Papers

• Gentle algebras arising from surfaces with orbifold points, Part II: Locally free Caldero–Chapoton functions, with D. Labardini-Fragoso. arXiv: 2309.16061

• Locally free Caldero–Chapoton functions via reflections. Math. Z. 307, 11 (2024). arXiv:2206.02289

• Gentle algebras arising from surfaces with orbifold points of order 3, Part I: scattering diagrams, with D. Labardini-Fragoso. Algebr. Represent. Theory 27, 679–722 (2024). arXiv:2203.11563

• Scattering diagrams for generalized cluster algebras. To appear in Algebra Number Theory. arXiv:2110.02416

• Scattering diagrams of quivers with potentials and mutations. arXiv:1910.13714

• Wall-crossing structures in cluster algebras, Ph.D. Thesis

Contact

Mathematisches Institut

Universität zu Köln

Weyertal 86-90

50931 Köln, Germany

langmou at math dot uni-koeln dot de