Lectures related to Excited state

Excitonic Coupling in Electron-rich Systems

Explores the excitonic coupling in electron-rich systems and the formation of neutral solitons in poly(acetylene) due to chemical oxidation.

Excited Atom Emission

Explores an atom in an excited state, emission of photons, and the uncertainty principle.

Variational Principle: Quantum Physics II

Covers the variational principle in quantum physics for approximating energy levels.

Hydrogenic Atom Stability

Covers the proof of the Coulomb uncertainty principle and the stability of hydrogenic atoms.

Deep Neural Network Solution of the Electronic Schrödinger Equation

Explores deep neural network solutions for the electronic Schrödinger equation and their computational efficiency in many-body physics.

Theoretical Foundations of DFT

Explores the Hohenberg-Kohn Theorems, electron density distributions, and the variational principle in DFT.

Photochemistry I: Beer-Lambert Law

Explores the Beer-Lambert law, absorptance, and electronic excited states in photochemistry.

Quantum Physics I

Explores the quantification of energy levels and stability in quantum physics, focusing on the hydrogen atom's behavior.

Gas Absorption and Molecular Formation: Quantum Concepts

Covers optical absorption in gases and the formation of molecules, focusing on quantum principles and energy states.

Atomic Structure: Fundamentals

Introduces the fundamentals of atomic structure, including the Bohr model, quantum mechanics, and the wave-particle duality of light.

Atomic Structure: Hydrogen Spectrum and Quantum Mechanics

Explores hydrogen spectrum, quantum models, and Heisenberg's uncertainty principle.

Ground State Energy: Harmonic Oscillator and Perturbation

Covers the ground state and energy of harmonic oscillators and perturbations by bounded potentials.

Proof of Weyl's Theorem

Explores the proof of Weyl's theorem, focusing on discrete spectrum, ground states, and potential energy continuity.

Quantum Physics I: Time Evolution of Oscillator

Covers the time evolution of an oscillator in quantum physics.

Quantum Optics I: Quantized Harmonic Oscillator

Covers the quantization of the harmonic oscillator and its implications on the electromagnetic field, including vacuum energy effects.

Feynman Diagrams: Anharmonic Oscillator

Explores Feynman diagrams for the anharmonic oscillator, covering thermal partition functions, Euclidean propagators, and correlation functions.

Replica computation and machine learning

Explores replica computation, algorithmic energy minimization, and their connection to machine learning concepts.

Correlation Functions in Quantum Field Theory

Explores correlation functions in QFT, Wick theorem, perturbation theory, and thermal free energy.

Machine-learned force fields for molecular simulation

Explores machine-learned force fields for accurate molecular simulations and the solution of the electronic Schrödinger equation.

Replica and Symmetry Breaking

Explores the Nobel Prize-winning discovery of replica and cavity methods in complex systems, focusing on the random energy model and the application of probability theory.