Advanced Quantum Mechanics with Applications
Explore advanced quantum mechanics concepts, from mathematical formalism to applications in quantum computing, NMR, and scattering theory. Gain insights into approximation methods and quantum dynamics.
Special - Select Topics in the Theory of Atomic Collisions
Explore quantum collision theory, many-body problems, and advanced scattering concepts. Covers perturbation methods, Feynman diagrams, resonances, and applications in atomic physics.
Electromagnetic Theory II
Advanced electromagnetic theory covering waveguides, radiation systems, scattering, special relativity, and particle dynamics. Ideal for PhD-level study in physics and engineering.
Thomson Scattering Basics - Lecture 20
Explore Thomson scattering fundamentals in plasma diagnostics, focusing on wave interactions with charged particles and their applications in plasma analysis.
Non-relativistic Quantum Scattering - Class 1
Dive into non-relativistic quantum scattering with Lucas Madeira, exploring fundamental concepts and applications in nuclear physics from a QCD perspective.
Non-relativistic Quantum Scattering - Class 2
Dive into non-relativistic quantum scattering principles with expert Lucas Madeira, exploring advanced concepts in few-body physics and nuclear physics derived from QCD.
Non-relativistic Quantum Scattering - Class 3
Dive into non-relativistic quantum scattering with Lucas Madeira, exploring advanced concepts in few-body physics and nuclear physics derived from QCD principles.
Convergence of Scattering Data and Non-Linear Fourier Transform - Part 1
Explore canonical systems, spectral problems, and Hilbert spaces of entire functions in this advanced mathematical analysis lecture on scattering data and non-linear Fourier transform.
Global Well-Posedness and Scattering for the Conformal Nonlinear Wave Equation
Explore global well-posedness and scattering in conformal nonlinear wave equations with Benjamin Dodson's in-depth mathematical analysis.
Data-assisted Algorithms for Inverse Random Source Scattering Problems - DDPS
Explore data-assisted algorithms for inverse random source scattering problems, enhancing reconstruction accuracy with fewer realizations and comparing performance of various data-driven methods.
The Lorentzian Scattering Rigidity Problem and Rigidity of Stationary Metrics
Explore analytic techniques in dynamics and geometry, focusing on Lorentzian scattering rigidity and stationary metrics.
Gauss-Bonnet Formula for Renormalized Area of Minimal Submanifolds in Poincaré-Einstein Spaces
Explore advanced geometric concepts in Gauss-Bonnet formula for renormalized area of minimal submanifolds in Poincaré-Einstein spaces. Delve into scattering theory, conformal invariants, and cutting-edge mathematical research.
Relativistic Scattering Theory - Class 2
Delve into relativistic scattering theory fundamentals, exploring quantum mechanics principles and their applications in nuclear physics, with emphasis on QCD-based approaches and few-body systems.
Relativistic Scattering Theory - Class 1
Dive into relativistic scattering theory fundamentals, exploring quantum mechanics principles and their applications in nuclear physics, with emphasis on QCD-based approaches and few-body systems.
Progress in the Understanding of Three-Body Scattering of Hadrons
Delve into advanced concepts of three-body hadron scattering, exploring quantum chromodynamics principles and recent developments in few-body nuclear physics research.
Finite-Volume Physics - Class 3
Dive into advanced concepts of finite-volume physics, exploring quantum chromodynamics applications in nuclear physics with leading experts from William & Mary and UC Berkeley.
Finite-Volume Physics - Class 2
Delve into advanced concepts of finite-volume physics through expert discussions on nuclear physics, quantum chromodynamics, and few-body systems in theoretical particle physics.
Finite-Volume Physics - Class 1
Dive into fundamental concepts of finite-volume physics and its applications in nuclear physics, exploring connections between quantum chromodynamics and few-body systems.
The Analytic S-matrix Bootstrap - Lecture 1
Explore the S-matrix bootstrap approach in string theory, covering classic results and recent developments in analytic and numerical methods for solving theories through internal consistency.
PT Symmetry in Optics, Exceptional Points and Bound States in the Continuum
Explore PT symmetry in optics, exceptional points, and bound states in the continuum. Discover applications in quantum physics, optics, and modified KdV equations.
Time-Independent Scattering Theory and Its Dynamical Formulation - Lecture 3
Explores time-independent scattering theory and its dynamical formulation, covering topics like transfer matrices, scattering amplitudes, and exactly solvable potentials in 2D systems.