**SCIENTIFIC EVENTS**

**2021 – Faces of Singularity Theory**

**2021 – Kinetic Equations: From Modeling Computation to Analysis**

**2020 – Diophantine Problems, Determinism and Randomness**

*2020 – Foliation Theory and Complex Geometry (cancelled due to Covid-19)*

**2019 – Thermodynamic Formalism: Dynamical Systems, Statistical Properties and their Applications**

**2019 – Integrability and Randomness in Mathematical Physics and Geometry**

**2018 – Bayesian Statistics in the Big Data Era**

**2018 – Structure of 3-Manifold Groups**

**2017 – Tilings and Recurrence**

**2017 – Qualitative Methods in KPZ Universality**

**2016 – Ergodic Theory and its Connections with Arithmetic and Combinatorics**

**2016 – Relative Trace Formula, Periods, L-Functions, Harmonic Analysis and Langlands Functoriality**

**2015 – Moduli Spaces in Symplectic Topology and in Gauge Theory**

**2015 – Artin Approximation and Infinite Dimensional Geometry**

**2014 – Function Spaces and Harmonic Analysis**

**2014 – Unlikely Intersections**

**2013 – Hyperbolicity and Dimension**

**2013 – Branching Diffusions and Gaussian Free Fields in Physics, Probability and Number Theory**

**2021 – Milnor Fibrations, Degenerations and Deformations from Modern Perspectives**

2021 – Scaling Limits from Microscopic to Macroscopic Physics

2020 – Quasi Monte-Carlo Methods and Applications

2020 – Geometry and Dynamics of Foliations

2019 – Thermodynamic Formalism: Modern Techniques in Smooth Ergodic Theory

2019 – Coulomb Gas, Integrability and Painlevé Equations

2021 – Scaling Limits from Microscopic to Macroscopic Physics

2020 – Quasi Monte-Carlo Methods and Applications

2020 – Geometry and Dynamics of Foliations

2019 – Thermodynamic Formalism: Modern Techniques in Smooth Ergodic Theory

2019 – Coulomb Gas, Integrability and Painlevé Equations

**2018 – Masterclass in Bayesian Statistics**

**2018 – 3-Manifolds and Geometric Group Theory**

**2017 – Tiling Dynamical System**

**2017 – Random Structures in Statistical Mechanics and Mathematical Physics**

**2016 – Applications of Ergodic Theory in Number Theory**

**2016 – Introduction to Relative Aspects in Representation Theory, Langlands Functoriality and Automorphic Forms**

**2015 – Introduction to Artin Approximation and the Geometry of Power Series**

**2015 – Elliptic Methods and Moduli Spaces**

**2014 – Computational Harmonic Analysis – with Applications to Signal and Image Processing**

**2014 – Frobenius Distributions on Curves**

**2013 – Young Mathematicians in Dynamical Systems**

**2013 – School on Geometry and Dynamics**

**2013 – Random Polymers and Random Matrices**

**2021 – Lipschitz Geometry: New Methods and Applications**

2021 – Numerical Methods for Kinetic Equations ‘NumKin21’

2021 – Numerical Methods for Kinetic Equations ‘NumKin21’

**2021 – Discrepancy Theory and Applications Part 2**

**2020 – Discrepancy Theory and Applications Part 1**

**2020 – Varieties with Trivial Canonical Class**

2019 – Thermodynamic Formalism: Ergodic Theory and Validated Numerics

2019 – Integrability and Non-Linear Dispersive Equations

2019 – Thermodynamic Formalism: Ergodic Theory and Validated Numerics

2019 – Integrability and Non-Linear Dispersive Equations

**2018 – Young Bayesians and Big Data for Social Good**

**2018 – Boundaries of Groups**

**2017 – Zero Entropy System**

**2017 – Random Walks in Random Environment**

**2016 – Ergodic Theory and Möbius Disjointness**

**2016 – Spectral Theory of Dynamical Systems and Related Topics**

**2016 – Geometric Methods and Langlands Functoriality in Positive Characteristic**

**2015 – Recent Challenges in Contact Geometry**

**2015 – Stein Manifolds, Contact Structures and Knots**

**2015 – Approximation and Combinatorics**

**2015 – Nested Subring Conditions**

**2014 – Coorbit Theory and Complex Analysis**

**2014 – 30 Years of Wavelets: Impact and Future**

**2014 – Pseudo-Randomness in Number Theory**

**2013 – Disordered Systems**

**2021 – Floer and Symplectic Homology and Contact Loci in Arc Spaces**

**2021 – Non-Archimedean Methods in Lipschitz Geometry**

**2021 – Gyrokinetic Models : Analysis and Computation**

2021 – Mean-field Limit and Computation in Kinetic Theory

2021 – Mean-field Limit and Computation in Kinetic Theory

**2020 – Multiplicativity and Randomness**

**2020 – Fourier Eigenfunctions and Modular Forms**

*2020 – Holomorphic Poisson Structures (cancelled due to Covid-19)*

2020 – Non-Abundant Foliations (cancelled due to Covid-19)

2020 – Non-Abundant Foliations (cancelled due to Covid-19)

**2019 – Homogenization for Random Systems**

**2019 – Integrable Equation with Random Initial Data**

**2019 – Integrable Turbulence**

**2018 – Bayesian Statistics for Big Data**

**2018 – Non-Planar Actions of Groups and Relatively Hyperbolic Poincaré Duality Groups **

**2018 – Acute Triangulations and Lassos**

**2017 – Tree Shifts, Quasi-Similarity and their Applications**

**2017 – Bernoulli Convolutions and Salem Numbers**

**2017 – Intermediate Disorder and Weak Universality for KPZ Equation**

2017 – Ising Model Fog Drip, II: the Puddle

2017 – Ising Model Fog Drip, II: the Puddle

**2016 – On the Stability of Möbius Disjointness in Topological Models**

**2016 – Dynamical Properties of Systems Determined by Free Points in Lattices**

**2016 – Endoscopy and Gan-Gross-Prasad Conjectures**

**2016 – Distinction of Representations using Buildings for p-adic Groups**

**2015 – Algebraic Power Series**

**2015 – Moduli Space of Symplectic Balls in 4-Manifolds and Packing**

**2015 – Gauge Theory and Complex Geometry**

**2014 – Coorbit Theory and Generalizations – Banach Frames**

**2014 – Moments of Theta and L-Functions**

**2014 – Complex Multiplication and Application to Pairings**

2014 – Sato-Tate Distributions in Families of Elliptic Curves with Parameter of Arithmetic Interest

2014 – Sato-Tate Distributions in Families of Elliptic Curves with Parameter of Arithmetic Interest

**2014 – Weak Contact Flows and Transverse Rigidity**

**2014 – Hyperbolic and Parabolic Dynamics**

**2014 – Periodic Orbits of Contact Anosov Flows on Hyperbolic 3-Manifolds**

**2014 – Hilbert Geometries**

**2013 – Fractional Moments and Random Polymers**

**2013 – Microscopic Properties of the Region Left Uncovered by the Wiener Sausage in Two Dimension**

**2013 – First Passage Percolation on the Hyper-Cube in Growing Dimensions**

**2013 – Random Walk in Random Environments**

**2013 – Sharp Asymptotics for the Correction Term of the 2-Dimension Torus**

**2013 – A Micro-Canonical Approach to the SK-Model**