Réseau des étudiants de géométrie algébrique
Institut Henri Poincaré, Paris, France.
Institut Henri Poincaré, Paris, France.
Université Paris-Sud Orsay.
Universität Münster,Münster.
Title: New examples of types in \( DCF_0 \) orthogonal to the constants.
Université Paris VII, Paris.
Universität Münster, Münster.
University of Waterloo, Waterloo, Canada.
University of Waterloo, Waterloo, Canada.
Title: On the model theory of geodesic differential equations. Slides
Institut Henri Poincaré, Paris, France.
Title: Disintegrated differential equations and mixing Anosov flows. Video Slides
University of Leeds, Leeds, England.
Title : Disintegrated differential equations Slides
University of Waterloo, Waterloo, Canada.
Title: Disintegration phenomena for planar algebraic vector fields.
Fields Institute, Toronto, Canada.
City University of New York, New York, US.
Title: Disintegration and planar algebraic vector fields. Video
Fields Institute, Toronto, Canada.
Title: Disintegration of autonomous algebraic differential equations.
University of Notre Dame, South Bend, United States
University of Notre Dame, South Bend, United States
City University of New York, New York, US.
Title: On the solutions of planar algebraic vector fields. Video Slides
University of Notre Dame, Zoom
Title: On relative internality and orthogonality to the constants. Slides
CIRM, Luminy (online).
Title: A model-theoretic analysis of geodesic equations in negative curvature. Slides
BIRS Workshop (online).
Title: A model-theoretic analysis of geodesic equations in negative curvature. Video Slides
The University of Manchester, Manchester, UK.
Title: A model-theoretic analysis of geodesic equations in negative curvature. Slides
University of Notre Dame (online)
Title: A model-theoretic invitation to web geometry. Slides
University of Notre Dame (online)
Title: Galois groups of non-standard curves in \(CCM\). Slides
(online)
Title: Analyse semi-minimale des équations différentielles algébriques Slides
Université Rennes 1 (online)
Title: Analyse semi-minimale des équations différentielles algébriques Slides
Ecole Normale Supérieure (online)
Title: Linearization procedures in the semi-minimal analysis of algebraic differential equations Video Slides
CIRM (online)
Title: Strong minimality and invariant foliations Slides
Albert Ludwig University of Freiburg
Title: Strict minimality and algebraic relations between solutions in Poizat's family of equations
Albert Ludwig University of Freiburg
Title: The number of models of the theory of existentially closed differential fields revisited
Université Toulouse III (Paul Sabatier)
Title: Sur les relations algébriques entre les solutions d'équations de Poizat
Institut Camille Jordan, Lyon (online)
Title: Sur les relations algébriques entre les solutions d'équations de Poizat Slides
University of Helsinki
Title: Counting the number of models of the solution sets of differential equations
Bernouilli Center (Lausanne)
Mini-course: A differential approach to Ax-Schaunel Theorems (based on the work of D. Blazquez-Sanz, G. Casale, J. Freitag and R. Nagloo and prepared under the guidance of G. Casale). Video 1 Video 2 Video 3 Video 4
Université Paul Sabatier (Toulouse)
Title: Abelian reductions of differential equations
Institut Camille Jordan (Lyon)
Title: Le degré de non minimalité est au plus deux
Université Jean Monnet (Saint Etienne)
Title: Sur l'abondance des équations différentielles fortement minimales
Institut Henri Poincaré (Paris)
Title: Abundance of strongly minimal autonomous differential equations Video