This final post closes the series on information dynamics in quantum harmonic systems. The paper studied two complementary toy models:
This post continues the complexity discussion, but now the model changes. The earlier posts studied two coupled oscillators, where synchroniza...
This is Part V of the coupled-oscillator series. In Part IV, we saw that synchronization and mutual information can separate: one measures coo...
This is Part IV of the coupled-oscillator series. The previous posts developed the Hamiltonian, the Gaussian wavefunction, and the quench/stea...
This is Part III of the coupled-oscillator series. In Part I, we rewrote the Hamiltonian in a rotating frame. In Part II, we derived the Gauss...
This is a continuation of Part I, where the Hamiltonian of two coupled oscillators in a magnetic field was rewritten in a rotating frame. The ...
This article is Part I of a seven-part explanation of the paper Information Dynamics in Quantum Harmonic Systems: Insights from Toy Models. He...
A charged harmonic oscillator in an external magnetic field appears to be a simple quantum-mechanical system, yet it provides a clean setting ...
Shape invariance is one of the central algebraic mechanisms behind exactly solvable quantum potentials in supersymmetric quantum mechanics. In...
Angular momentum in quantum mechanics is not merely the quantization of $\mathbf{L}=\mathbf{r}\times\mathbf{p}$. That formula describes one sp...
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