Clarence Kineider

Research interests:

I am interested in surface groups representations into various Lie groups. More precisely, I study character varieties associated to various Lie groups, as well as higher Teichmüller spaces I am also interested in notions of positivity in flags varieties.

I also study spectral networks and their interactions with the notions mentioned above.

Publications:

  1. Kineider C. and Rogozinnikov E., On partial abelianization of framed local systems. To appear in Mathematische Annalen.
    Link.

Prepublications:

  1. Kineider C., Kydonakis G., Rogozinnikov E., Tatitscheff V. and Thomas A., Spectral Networks: Bridging higher-rank Teichmüller theory and BPS states.
    Link.
  2. Kineider C. and Troubat R., Connected components of the space of triples of transverse partial flags in SO(p,q) and Anosov representations.
    Link.

PhD thesis:

Talks:

Mini-course:

I gave a mini-course at Seoul National University, titled Fock-Goncharov coordinates and spectral networks, you can find handwritten notes here.

Organizing: