Mathematical modelling

Data Assimilation and Inverse Problems with Differentiable Solvers in JAX

Un enfoque conceptual a los modelos matemáticos. 26 marzo 2026

A Conceptual Approach to Mathematical Models. March 26, 2026

Global sensitivity analysis for policy impact assessment

Xavier DURRIEU DE MADRON (2026) Comprendre le passé, prédire l’avenir : la modélisation au cœur...

Xavier DURRIEU DE MADRON (2026) Understanding the past, predicting the future: modeling at the heart...

Nathalie Ayi - Comment les mathématiques expliquent la propagation des opinions dans une population

Nathalie Ayi - How mathematics explains the spread of opinions in a population

Le modèle FPM, un même modèle pour des prédictions en épidémiologie, en climatologie et en économie

The FPM model, one model for predictions in epidemiology, climatology, and economics

BARCamp : Nora Boulerie

Reduced order models for parameterized PDEs|| Neural network chemical kinetics || May 8, 2026

Karen Willcox - The Important Role of Mathematics in the Digital Twin Revolution

Stefano Allesina: One Hundred Years of Lotka-Volterra Models (April 3, 2026)

Discourse: Mathematical tools to transform the world – with Becky Shipley

Mathematical Physiology, Lecture 8: Calcium dynamics - 4th Year Student Lecture

Robert Szalai: Invariant foliations as a practical data-driven modelling tool

Mathematical Physiology, Lecture 7: Wave propagation in neurons - 4th Year Student Lecture

Reinhard Laubenbacher - Mathematical Technology for Agent-Based Digital Twins - IPAM at UCLA

The Shape of Shells - Alain Goriely

Mathematical Physiology, Lecture 6: Spatial dependence in the FitzHugh–Nagumo equations

Un modelo de revoluciones en sociedades conectadas re visitando la primavera árabe

A model of revolutions in connected societies revisiting the Arab Spring

Franca Hoffmann - Efficient calibration for black-box physics-based models - IPAM at UCLA

Mathematical Physiology, Lecture 5: The Hodgkin–Huxley model and the FitzHugh–Nagumo model

Mathematical Physiology, Lecture 4: Ionic currents and the Hodgkin-Huxley model - 4th year lecture

Mathematical Physiology, Lecture 2: Transmembrane ion transport - 4th year student lecture

Mathematical Physiology, Lecture 1: Enzyme kinetics and the law of mass action. 4th year lecture.

Prof. Corina E Tarnita | Plenary Lecture 7: Mathematics of social behavior

The Shape of Plants: Why Plants Love Mathematics and Mathematicians Love Plants - Alain Goriely

Yunan Yang - Transport- & Measure-Theoretic Approaches Modeling, Identifying, & Forecasting Systems

Uncertainty quantification qand propagation for ACORN - Lukas PERON

Quantifying uncertainties in computer models An overview - Merlin KELLER - EDF R&D

Ilenia Battiato - Pushing Multiscale Modeling of Battery Systems through Symbolic-Numeric Computing

Forum Numerica - Eric GOLES - Dynamics of some discrete social models : Schelling et Sakoda

Tu problema son los tensores | Redes tensoriales (matemáticas aplicadas) | Alejandro Mata Ali

Your problem is the tensors | Tensor networks (applied mathematics) | Alejandro Mata Ali

Intro to the course

Optimising our world with mathematical models - with Jane Hillston

🏃‍♀️ La modélisation mathématique, de la physique au sport | ENS-PSL

🏃‍♀️ Mathematical modeling, from physics to sport | ENS-PSL

Cours 10 - Plus de modèles épidémiques

Parameter identification (fitting a model) and identifiability

Cours 07 - Étapes de l'analyse mathématique des modèles, R0 et la taille finale d'une épidémie

Cours 06 - Le modèle de Kermack et McKendrick

Cours 14 - Modèles dans des métapopulations

Cours 04 - Le modèle SIS