Symplectic geometry and contact geometry, especially Lagrangian and Legendrian submanifolds.
PhD from Uppsala Universitet 2016.
Postdoc Université de Nantes 2016.
Postdoc Stanford University 2017.
2017: Postdoctoral Scholarship Program in Mathematics for researchers with a Swedish doctors degree; Knut och Alice Wallenberg Foundation.
Fall 21010 - MAT4510 – Geometric Structures
Spring 2019 - MAT4551 - Sympelctic geometry
2 lectures about De Rham cohomology in the course MAT9520 – Manifolds, as fill-in for Kim Anders Frøyshov .
Legendrian contact homology for attaching links in higher dimensional subcritical Weinstein manifolds (C.Karlsson, 2020, 29 pages)
To compute orientations of Morse flow trees in Legendrian contact homology (C.Karlsson, 2017, 31 pages)
Orientations of Morse flow trees in Legendrian contact homology (C.Karlsson, 2016, 91 pages)
A note on coherent orientations for exact Lagrangian cobordisms, Karlsson, C. Quantum Topol. 11 (2020), no. 1, 1–54.
Area-preserving isotopies of self-transverse immersions of S^1 in ℝ^2, Karlsson, C. Ark Mat (2013) 51: 85.