Lars Martin Sektnan
I am a mathematician working in the field of complex geometry. My main interests include canonical metrics on Kähler manifolds or vector bundles, K-stability, and related notions. A lot of my research focuses on perturbation problems for canonical metrics, where the goal is to construct new such metrics from old ones.
Showing 7 publications
Analytic K-semistability and local wall-crossing
On the Futaki invariant of Fano threefolds
Z-critical connections and Bridgeland stability conditions
Hermitian Yang–Mills connections on pullback bundles
Blowing up extremal Poincaré type manifolds
Extremal metrics on the total space of destabilising test configurations
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