I am a PhD student at Institut Camille Jordan, supervised by Itaï Ben Yaacov.

My main interest is to study the theory of globally valued fields and their applications to arithmetic geometry. These are fields equipped with functions called heights, which generalise the notion of Weil heights over global fields. They constitute a model-theoretical approach to the theory of adelic curves. A detailed introduction can be found in this paper.

You can find my resume here, or email me at destic [at] math.univ-lyon1.fr.