Convergence of the Ising-Kac Model to Φ4 in Three Dimensions
Explore the convergence of the Ising-Kac model to $\Phi^4$ in 3D, analyzing Glauber dynamics and applying regularity structure theory to discrete particle systems.
Extremal Critical Collapse in Gravitational Systems
Explore the formation of extremal black holes in gravitational collapse, challenging the third law of black hole thermodynamics and introducing the concept of extremal critical collapse.
Towards a Complete Mean-Field Theory for the Ductile and Brittle Yielding of Amorphous Solids
Explore a unified theory for ductile and brittle yielding in amorphous materials, examining dynamics, elasticity-induced interactions, and avalanche behavior in finite systems.
Diverging Current Fluctuations in Critical Kerr Resonators
Explore diverging current fluctuations in critical Kerr resonators, examining their behavior and implications for condensed matter theory.
Klein Bottle Partition Function and Tensor Networks in 2D Conformal Critical Theories
Explore the combination of Klein bottle partition function and tensor networks to analyze 2D conformal critical theories and adjacent phases, including universal entropy and scaling functions.
Phases, Order Parameters, and Phase Transitions - Lecture 1
Explore fundamental concepts of phase transitions, order parameters, and their relationships in condensed matter physics through expert insights and theoretical frameworks.
2D Percolation Revisited
Explore 2D percolation theory with Fields Medalist Stanislav Smirnov in this IMPA 70th anniversary conference talk. Gain insights into advanced mathematical concepts and recent developments in the field.
Phi^4 Theory and the Ising Model on a Sphere
Explore phi^4 theory and Ising model on spherical geometry, gaining insights into advanced physics concepts and their applications.
Self-Avoiding Walk, Spin Systems, and Renormalisation - Clay Math Public Lecture
Explore self-avoiding walks, spin systems, and renormalisation in mathematics with Professor Gordon Slade. Gain insights into stochastic systems for anomalous diffusion in this Clay Math Public Lecture.
Renormalization Group Theory and Applications - Lecture 1
Delve into the fundamentals of Renormalization Group theory through an introductory lecture exploring climate dynamics, network analysis, and their applications to understanding complex climate systems and phenomena.
Renormalization Group II - Lecture 2
Delve into advanced concepts of Renormalization Group theory in climate dynamics and networks, focusing on analytical methods and characterizers for climate system predictions and bifurcation behavior.
Defects and Interfaces in the O(N) Model
Explore theoretical aspects of defects in O(N) critical models, examining line and surface defects, interfaces with localized cubic interactions, and their impact on symmetry breaking and fixed points.
Connection Probabilities for Loop O(n) Models and BPZ Equations
Delve into advanced statistical physics concepts, exploring connection probabilities in loop O(n) models and their relationship with BPZ equations through expert insights from Professor Hao Wu.
Phase Transitions and Renormalization Group - Lectures 3 and 4: Breakdown of Landau Theory and 1D Ising Model
Delve into advanced physics concepts exploring Landau Theory breakdown, 1D Ising Model applications, and fundamental principles of decimation and flows in phase transitions.
Scaling Ideas, Momentum Space Renormalization, and RG Calculations - Lectures 5-6
Delve into advanced physics concepts covering scaling principles, momentum space renormalization, and detailed RG calculations through theoretical frameworks and mathematical analysis.
Phase Transitions and Renormalization Group: RG Calculations, Fixed Points and Critical Exponents - Lectures 7-8
Delve into advanced renormalization group theory, exploring fixed points, flows, and critical exponents in phase transitions through rigorous mathematical calculations and theoretical frameworks.