See Lehre, HWS 2021 and Lehre, vergangene Semester

• Singularities in analytic, algebraic and symplectic geometry
• Moduli spaces, Torelli problems, period maps, especially for singularities
• Frobenius manifolds, F-manifolds
• Meromorphic connections and differential equations, D-modules
• Variation of (mixed) Hodge structures, tt* geometry, integrable smooth twistor structure
• Painlevé equations

• MISGAM 2004–2009 Methods of Integrable Systems, Geometry, Applied Mathematics
• ENIGMA 2005–2008 European Network in Geometry, Mathematical Physics and Applications
• SÉDIGA 2009–2012 Singularities of DIfferential Equations in Algebraic Geometry
• SISYPH 2014–2016 Mirror SYmmetry and irregular SIngularities coming from PHysics

• 2022, 11–15 April, CIRM Luminy: D-modules: Applications to Algebraic Geometry, Arithmetic and Mirror Symmetry
• 2017, 4–10 April, CIRM Luminy: Hodge Theory, Stokes Phenomenon and Applications, its schedule.
• 2015, 19–25 April, Oberwolfach: Mirror Symmetry, Hodge Theory and Differential Equations,
• 2014, 8 December, Mannheim: Workshop on Gamma conjectures.
• 2014, 10–12 November, Augsburg: Workshop on Stokes structures.
• 2014, 4–6 February, Mannheim: Launching workshop of the SISYPH project.
• 2012, 4–8 June, CIRM Luminy: Final conference of the ANR SEDIGA project.
• 2012, 22–28 April, Oberwolfach: Singularity theory and integrable systems.