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Quantum Mechanics

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Institute for Pure & Applied Mathematics (IPAM)
Second-Quantization of Many-Body Dispersion Formalism - Modeling of Million Atom Systems

Explore second-quantization of many-body dispersion formalism for modeling large-scale systems, enhancing computational efficiency and enabling analysis of interactions with surrounding environments.
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Institute for Pure & Applied Mathematics (IPAM)
A Rigorous Framework for Embedding Realistic Interacting Quantum Systems

Explore a novel quantum embedding approach for coupling system fragments with long-range interactions, addressing limitations in current methodologies and offering systematic improvability for more reliable results.
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Institute for Pure & Applied Mathematics (IPAM)
Pure State V-Representability of Density Matrix Embedding - Augmented Lagrangian

Explores density matrix embedding theory for quantum systems, proposing an augmented Lagrangian method to improve accuracy by relaxing assumptions and allowing flexible occupation profiles.
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Quantum Electrodynamic Modeling of Superconducting Quantum Systems - IPAM at UCLA

Explore quantum electrodynamic modeling of superconducting systems with Princeton's Hakan Tureci, covering multiscale approaches in quantum mechanics and their applications.
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Polaritonic Quantum Materials: A First Principles QEDFT Perspective

Explore the potential of light-matter hybrid states to create new phases of matter, focusing on cavity-QED in 2D materials and introducing QEDFT as a predictive framework for light-matter interactions.
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Quantum Mechanics - PHYS 413 - March 25, 2020

Explore fundamental principles and applications of quantum mechanics in this comprehensive university-level physics lecture, covering advanced concepts and theories.
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Quantum and Classical Probability Distributions - Computational Quantum Mechanics Lecture 10

Explore the transition from quantum to classical mechanics through probability distributions, using computer animations to visualize quantum behaviors in VPython.
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Harmonic Oscillator Potential in Quantum Mechanics - Lecture 8

Explore quantum behavior of harmonic oscillators through computer animations. Visualize spring force in the quantum world and learn to build coherent states using VPython.
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Potential Wells and Barriers in Computational Quantum Mechanics - Lecture 7

Simulate quantum mechanics with VPython, visualizing electron behavior in potential wells and barriers through computer animations.
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Calculating Expectation Values in Computational Quantum Mechanics - Lecture 6

Explore computational methods for calculating quantum expectation values, visualizing wave functions, and understanding the connection between quantum and classical mechanics.
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Building Wave Functions with Fourier - Computational Quantum Mechanics Lecture 5

Learn to construct and deconstruct wave functions using Fourier's method in computational quantum mechanics. Visualize quantum behaviors through computer animations with VPython.
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Measurement and Wave Function Collapse in Computational Quantum Mechanics - Part 3

Explore quantum measurement and wave function collapse through computer animations, visualizing the dramatic changes in a particle's state during measurement.
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Schrodinger Difference Equation - Computational Quantum Mechanics Part 2

Transform the Schrodinger equation into a difference equation and animate the wave function using VPython. Visualize quantum mechanics behaviors through computer animations.
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Wave Function Evolver - Fun Potential Energies - Episode 5

Explore intriguing potential energies in quantum mechanics through interactive coding and visualization using VPython, enhancing understanding of wave function evolution.
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Explore the Heisenberg Uncertainty Principle through expectation value calculations, gaining insights into fundamental quantum mechanics and chemistry concepts.
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