Nonadiabatic renormalization group produces nested fiber bundle structures and shared-leg tensor networks for strongly coupled multiscale quantum systems, shown on interacting boson models and ab initio quantum chemistry.
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Numerical tests on coupled oscillator models show that the local diabatic representation converges faster than the Born-Huang approach for strong vibronic couplings.
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Nonadiabatic Renormalization Group for Strongly Coupled Multiscale Quantum Systems
Nonadiabatic renormalization group produces nested fiber bundle structures and shared-leg tensor networks for strongly coupled multiscale quantum systems, shown on interacting boson models and ab initio quantum chemistry.
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Exponential convergence of the local diabatic representation for nonadiabatic models
Numerical tests on coupled oscillator models show that the local diabatic representation converges faster than the Born-Huang approach for strong vibronic couplings.