Felix Samuel Küng

Universite Libre de Bruxelles

Email: felix.kung@ulb.be
My Curriculum Vitae.


I am a researcher at the Universite libre de Bruxelles.

My work focuses on homological algebra and A-infinity structures applied to derived categories of sheaves and constructions coming from algebraic geometry. In particular I am currently focusing on constructing new non-Fourier-Mukai functors.
In my free time I also am very intrested in ancient Mesopotamia, public transport, modern art and lego.

We are organizing a conference coming October on algebraic geometry titled "Tale of Geometries". Further information can be found on the website https://tale-of-geometries.github.io/.

Papers:

Injectives obstruct Fourier-Mukai functors
Algebraic K0 for unpointed homotopy Categories
Structures on the Category of N-Complexes
Algebraic K0 for unpointed Categories (published at the "Journal of Algebra and its Applications")
Twisted Hodge Diamonds give rise to new non-Fourier-Mukai Functors (published at the "Journal of noncommutative geometry")