CV
Academic background, research, and teaching.
Contact Information
| Name | Anastasios Fotiadis |
| Professional Title | PhD student in mathematics |
| familyname @ math dot univ-lyon1 dot fr | |
| Website | https://anastasis-dev97.github.io |
Education
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2024 - 2027 PhD student
Université Claude Bernard Lyon 1
- Thesis: Infinite-dimensional Lie algebras in differential geometry and mathematical physics.
- Supervisor: Leonid Ryvkin.
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2023 - 2024 M2 in Mathematical Physics (Math4Phys)
Université de Bourgogne
- Thesis: Non-commutative Poisson-vertex and Courant-Dorfman algebras.
- Supervisor: Maxime Fairon.
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2021 - 2023 M.Sc. in Pure Mathematics
Aristotle University of Thessaloniki
- Thesis: Curvature and Torsion in Graded Geometry.
- Supervisor: Panagiotis Batakidis.
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2015 - 2021 B.Sc. in Mathematics
Aristotle University of Thessaloniki
Research interests
- Differential and Poisson geometry; singular foliations; Lie groupoids and Lie algebroids; higher structures; mathematical physics and infinite-dimensional geometry.
- Current work: linearization of dg-manifolds and Lie ∞-algebroids around singular points and submanifolds.
Work in preparation
- Bas Janssens, Stefan Haller, Cornelia Vizman, and Anastasios Fotiadis. The Lie algebra of contact vector fields is centrally closed. In preparation.
Teaching
- Analysis 1 for informaticians — Université Claude Bernard Lyon 1. Winter semester 2026–2027. Travaux dirigés (TD).
- Classical differential geometry I — Aristotle University of Thessaloniki. Spring semester 2022–2023. Exercise sessions. Course coordinator: Panagiotis Batakidis.
Talks
- Linearizing in terms of dg-manifolds — Super (califragilisticexpialidocious) Geometry, Université Lyon 1. 10–12 June 2026.
- Continuous cohomology of contact vector fields — MiC Seminar, Università degli Studi di Padova. 27 January 2026.
- Gong talk: Central extensions of contact vector fields — Around Singularities in Poisson Geometry, IASM Hangzhou. August 2025.
- Continuous central extensions of the Lie algebra of contact vector fields — Singular foliations and higher structures, University of Würzburg. July 2025.
- Universal central extensions of Lie algebras of vector fields — NOSTOS, Aristotle University of Thessaloniki. April 2025.
- Introduction to graded Poisson geometry — Reading seminar in ‘Algebra and geometry of the BFV complex’, Aristotle University of Thessaloniki. 2022.
Organization
- Co-organizer of the Graduate students’ seminar during my master’s studies in Thessaloniki.