Presentation of the laboratory

LAGA is a laboratory associated with the CNRS (UMR 7539). It is attached to the Institut Galilée, part of the Sorbonne Paris Nord University, and to the University of Paris 8. LAGA is also associated with several LaBeX: SMP, INFLAMEX and MME-DII.

It includes around 90 researchers and teacher-researchers (including around ten CNRS researchers), 7 ITA and BIATSS staff, more than 50 doctoral students and it receives more than thirty foreign visitors and post-docs each year.

The main research themes currently being developed within the laboratory are as follows:
Arithmetic, algebraic geometry, number theory, category theory, algebraic topology, homotopy theory, representation theory, dynamical systems, ergodic theory, harmonic analysis, linear and nonlinear partial differential equations, microlocal analysis, mathematical physics, spectral theory, numerical analysis, probability and statistics, stochastic analysis, coding and cryptography, image processing.

The laboratory, headed by Grégory Ginot, is structured into eight research teams:

The scientific activity of the laboratory is notably concretized by permanent or episodic seminars, as well as by the existence of the Mathematics Library. Finally, the laboratory aims to offer solid supervision to doctoral students from the Masters of the mathematics department of the University of Paris 13, other Masters of mathematics from the Paris region or the provinces, and possibly similar training abroad.

Last (pre)publications

  • Johann Bouali. Hodge conjecture for projective hypersurfaces. 2025. (hal-04312948v17⟩
  • Martino Borello, Wolfgang Schmid, Martin Scotti. The geometry of intersecting codes and applications to additive combinatorics and factorization theory. Journal of Combinatorial Theory, Series A, In press, 214, pp.106023. (10.1016/j.jcta.2025.106023⟩. ⟨hal-04896981⟩
  • Emmanuel Audusse, Virgile Dubos, Noémie Gaveau, Yohan Penel. Energy stable and linearly well-balanced numerical schemes for the non-linear Shallow Water equations with Coriolis force. SIAM Journal on Scientific Computing, 2025, 47 (01), pp.A1-A23. (10.1137/22M1515707⟩. ⟨hal-03509990v3⟩
  • M. Darbas, S. Lohrengel, B. Sulis. A mathematical model for coregistered data from electroencephalography and diffusive optical tomography. Mathematical Modelling of Natural Phenomena, 2025, 20, pp.4. (10.1051/mmnp/2025001⟩. ⟨hal-04943895⟩
  • Thomas Alazard, Chengyang Shao, Haocheng Yang. Global well-posedness of a 2D fluid-structure interaction problem with free surface. 2025. (hal-05014852⟩

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