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  • Hierarchical equations of motion - Wikipedia
    The hierarchical equations of motion (HEOM) technique derived by Yoshitaka Tanimura and Ryogo Kubo in 1989, [1] is a non-perturbative approach developed to study the evolution of a density matrix of quantum dissipative systems
  • An efficient Julia framework for hierarchical equations of motion in . . .
    The hierarchical equations of motion (HEOM) approach can describe the reduced dynamics of a system simultaneously coupled to multiple bosonic and fermionic environments
  • hierarchical equations of motion (HEOM) - arXiv. org
    HEOM and their characteristic features In Sec IV, we demonstrate the accuracy of the HEOM by numeri-cally \exact" tests In Sec V, we illustrate he variety of HEOM for various systems In Sec VI, we review v ri-ous applications of the HEOM theory We present future p rsp II SYSTEM
  • Numerically “exact” approach to open quantum dynamics: The hierarchical . . .
    The hierarchical equations of motion (HEOM) can describe the numerically “exact” dynamics of a reduced system under nonperturbative and non-Markovian system–bath interactions, which has been verified on the basis of exact analytical solutions (non-Markovian tests) with any desired numerical accuracy
  • Hierarchical Equations of Motion — QuTiP 5. 4 Documentation
    Hierarchical Equations of Motion (HEOM) solver that supports multiple baths Each bath must be either bosonic or fermionic, but bosonic and fermionic baths can be mixed
  • GitHub - zdcwork HEOM-QUICK2: HEOM-QUICK2 is a general-purpose software . . .
    About HEOM-QUICK2 is a general-purpose software package that enables accurately solving the stationary state and non-Markovian dynamics for fermionic many-body OQS Integrated with quantum chemistry software, HEOM-QUICK2 offers a valuable tool for simulating realistic many-body OQS with an unprecedented precision
  • Modeling of excitation dynamics in large-size molecular systems . . . - EBSCO
    <p>The article presents a hybrid computational method combining hierarchical equations of motion (HEOM) and generalized Förster (gF) theory to model excitation dynamics in large molecular systems partitioned into weakly coupled compartments Within each compartment, excitation dynamics are treated nonperturbatively using HEOM, while energy transfers between compartments are described
  • HEOM - Kyoto U
    Y Tanimura, Perspective: Numerically "Exact" Approach to Open Quantum Dynamics: The Hierarchical Equations of Motion (HEOM), J Chem Phys 153, 020901 (2020)
  • Introduction · Documentation | HierarchicalEOM. jl
    It provides a user-friendly and efficient tool based on hierarchical equations of motion (HEOM) approach to simulate complex open quantum systems, including non-Markovian effects due to non-perturbative interaction with one (or multiple) environment (s)
  • Hierarchical Equations of Motion | QuantumToolbox. jl
    We introduce an efficient Julia framework for HEOM approach called HierarchicalEOM jl This package is built upon QuantumToolbox jl and provides a user-friendly and efficient tool to simulate complex open quantum systems based on HEOM approach





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