Northern Paris Computer Science Lab

The Laboratoire d'Informatique de Paris-Nord (LIPN) is a joint research unit (UMR 7030) between the CNRS and the University of Paris XIII, called Université Sorbonne Paris Nord (USPN), with 150 researchers. Its main research thopics are machine learning, combinatorial optimization and high performance computing, design and analysis of combinatorial models at the interface of physics, geometry and algorithmics, foundations of computation and formal verification, automatic natural language processing and knowledge representation.

The LIPN offers theses, internships and postdocs. To see our offers in more detail, please visit the recruitment page !

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On our agenda you will be able to find all our articles grouped on one page and grouped by category so don't hesitate to have a look at it.

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#AOC Seminar

On Multidimensional Disjunctive Inequalities for Chance-Constrained Stochastic Problems with Finite Support

Marius Roland

2026-01-29 10:30:00, #SéminaireAOC
Salle B107, bâtiment B, Université de Villetaneuse

News

Introducing the future LIPN building !

You can follow the construction progress on the new MathSTIC building, which will house the LIPN, LAGA and L2TI laboratories at the Villetaneuse campus of Sorbonne Paris Nord University, on this timelapse.

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News

Back-to-the-lab day at the LIPN

On October 10, the laboratory held its back-to-school day. It was an opportunity to hear from new lab members, announce the year’s news and key deadlines, and take part in a bilingual theater play on
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News

Gender-balanced, inclusive theater in the lab!

On October 10, during LIPN’s Annual General Meeting, the Entrée de jeu theater company staged a play about parity and academic inclusivity in computer science. The play was staged in collaboration with the IRIF
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News

Morgan Rogers, new Associate Professor in Category Theory at the Logic and Verification (LoVe) team

We are thrilled to welcome Morgan Rogers as an Associate Professor. He is a researcher in category theory, looking for abstractions that isolate the essential features of a solution to a problem.
His specialty is toposes of actions of monoids, but the toolkit is always expanding.

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