Functional Inequalities: Geometric Calculus meets Stochastic Analysis

Functional Inequalities: Geometric Calculus meets Stochastic Analysis is a workshop that focuses on research at the intersection of geometric calculus, stochastic analysis, and functional inequalities within complex geometric and probabilistic frameworks.

Key Topics

• Optimal transport and stochastic localization
• Hypoelliptic and infinite-dimensional evolutions
• Homogenization and hydrodynamical limits
• Random geometries and random media
• Metric measure spaces
• Spaces with anomalous scaling
• Bridging discrete, fractal, and geodesic spaces

Who should Attend

• Researchers interested in stochastic processes in geometry
• Mathematicians working on analysis and probability
• Experts in optimal transport theory
• Scientists focused on geometric calculus
• Graduate students in applied mathematics and related fields
• Collaborators looking to explore new interdisciplinary directions