Lectures related to Harmonic Potential: Schrödinger Equation and Eigenstates

Explores quantum mechanics, emphasizing the harmonic oscillator and particle confinement in a box.

Explores harmonic oscillators, infinite wells, and the hydrogen atom's quantum physics.

Explores the wave-particle dualism in quantum mechanics and the quantification of energy levels in atoms.

Covers advanced probability concepts, including random variables and expected value calculation.

Covers phase space, ensembles of particles, probability distributions, and probability density functions.

Explores the calculation of end-to-end distance in polymer theory, focusing on isotropy, probability distributions, and the Kratky-Porod model.

Explores the electronic structure of the hydrogen atom, covering radial wave functions, quantum numbers, and orbital sublayers.

Covers quantum chemistry topics such as tunneling, wave packets, and harmonic oscillators.

Introduces Quantum Physics basics, covering harmonic oscillators, Schrödinger equation, eigenstates, wave functions, and energy quantization.

Covers random walks on a lattice, focusing on return probabilities and their dependence on dimensionality.

Explains quantum mechanics principles, focusing on harmonic oscillators and probability distributions.

Covers parameter estimation in quantum metrology, Quantum Fisher Information, Ramsey interferometry, entanglement, and noise impact on NooN states.

Explores the design of engineering works for floods, focusing on 100-year flood determination and the collapse of levees during extreme events.

Explores sampling a probability distribution and structure functions in statistical analysis.

Covers Mc Diarmid's inequality and its applications in probability and martingale theory.

Explores Replica Symmetry Breaking in the Random Energy Model, focusing on entropy and probability states.

Covers random matrix theory and the replica method to compute quantities related to non-hermitic series using the Stieltjes transform.

Covers Levy flights, Central Limit Theorem, and Mesoscopic Master Equation with transition rates in an assurance system.

Explores solutions of the Schrodinger Equation for different systems and discusses wave-particle duality, energy states, and quantum effects.

Covers decoding methods and training challenges in natural language generation.