Kardar-Parisi-Zhang Equation Courses and Certifications

Abrikosov Center for Theoretical Physics (ACTP)

KPZ Universality Class and Beyond - From Exact Solutions to Universal Laws

Explore KPZ universality class through exact solutions and universal laws in non-equilibrium systems, from interface growth to traffic flows and integrable system theory.

• YouTube
• 1 hour 18 minutes
• On-Demand
• Free Video

IAS | PCMI Park City Mathematics Institute

Research Problems on Random Matrices

Explore cutting-edge research problems in random matrix theory through expert presentations covering eigenvalue densities, dynamical methods, and applications to physics and statistics.

• YouTube
• 12 hours 34 minutes
• On-Demand
• Free Video

Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

Topology, Disorder, and Hydrodynamics in Non-equilibrium Quantum Matter

Explore cutting-edge quantum many-body physics through expert lectures on topology, disorder, and hydrodynamics in non-equilibrium systems from leading researchers.

• YouTube
• 10 hours 23 minutes
• On-Demand
• Free Video

Institut des Hautes Etudes Scientifiques (IHES)

Equivalence of Fluctuations Between SHE and KPZ Equation in Weak Disorder Regime

Explore the connection between stochastic heat equation and KPZ equation, demonstrating fluctuation equivalence in weak disorder regime for 3+ dimensions.

• YouTube
• 50 minutes
• On-Demand
• Free Video

Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

Anomalous Transport in Nonlinear Lattices: Quasi-Integrability and Long-Range Interactions

Explore anomalous heat diffusion in low-dimensional classical anharmonic lattices, focusing on perturbed integrable systems and long-range forces in nonequilibrium steady states.

• YouTube
• 42 minutes
• On-Demand
• Free Video

Centre International de Rencontres Mathématiques

KPZ Universality and Iterates of Random Monotone Maps

Explore KPZ universality and random monotone map iterations with insights from Konstantin Khanin's mathematical research.

• YouTube
• 29 minutes
• On-Demand
• Free Video

Fields Institute

An Upper Tail Field of the KPZ Fixed Point

Explore the mathematical properties and upper tail field characteristics of the KPZ fixed point in this probability seminar presentation by Zhipeng Liu.

• YouTube
• 1 hour 4 minutes
• On-Demand
• Free Video

Institut des Hautes Etudes Scientifiques (IHES)

Extreme Diffusion - or Was Einstein Wrong About Diffusion? - 1/3

Explore extreme diffusion phenomena and discover new power-laws beyond Einstein's classical theory through random walks in random environments and stochastic PDEs.

• YouTube
• 1 hour 35 minutes
• On-Demand
• Free Video

Fields Institute

Characterizing the Directed Landscape Through the KPZ Fixed Point

Explore the mathematical properties of the directed landscape through the KPZ fixed point in this advanced probability theory lecture by Duncan Dauvergne.

• YouTube
• 56 minutes
• On-Demand
• Free Video

Harvard CMSA

How Yang-Baxter Unravels Kardar-Parisi-Zhang

Delve into the mathematical exploration of Kardar-Parisi-Zhang class of stochastically growing interfaces, examining how the Yang-Baxter equation provides a foundational approach to proving universal scaling limits.

• YouTube
• 1 hour 3 minutes
• On-Demand
• Free Video

Harvard CMSA

Large Time Cumulants of the Open KPZ Equation

Explore the mathematical analysis of large time cumulants in the open KPZ equation with Guillaume Barraquand from École normale supérieure de Paris.

• YouTube
• 1 hour 8 minutes
• On-Demand
• Free Video

BIMSA

Understanding the KPZ Problem - A New Perspective on Random Geometry and Universal Statistics

Delve into the universal properties of random geometries and geodesics in the KPZ framework, exploring statistical mechanics, probability theory, and mathematical physics applications.

• YouTube
• 45 minutes
• On-Demand
• Free Video

Harvard CMSA

Approach to Stationarity for KPZ Fluctuations in Finite Volume

Delve into the mathematical analysis of KPZ fluctuations in finite volume, exploring approaches to compute cumulants of height through asymmetric exclusion processes, matrix product representations, and Bethe ansatz methods.

• YouTube
• 51 minutes
• On-Demand
• Free Video