2014
Steered Quantum Dynamics for Energy Minimization
Soley M, Markmann A, Batista V. Steered Quantum Dynamics for Energy Minimization. The Journal Of Physical Chemistry B 2014, 119: 715-727. PMID: 25122515, DOI: 10.1021/jp5046723.Peer-Reviewed Original ResearchOptimal control algorithmDiffeomorphic modulationTime-dependent massNonlinear optimizationQuantum dynamicsIterative schemeEnergy minimizationEffective HamiltonianGlobal minimumControl algorithmLocal minimaAnnealing methodologyMinimizationExtended setAlgorithmDynamicsHamiltonianObservable responseOptimizationDipole momentMinimumScheme
2005
Matching-pursuit∕split-operator Fourier-transform simulations of nonadiabatic quantum dynamics
Wu Y, Herman M, Batista V. Matching-pursuit∕split-operator Fourier-transform simulations of nonadiabatic quantum dynamics. The Journal Of Chemical Physics 2005, 122: 114114. PMID: 15836208, DOI: 10.1063/1.1881132.Peer-Reviewed Original ResearchNonadiabatic quantum dynamicsQuantum dynamicsGradient-based optimization methodsStandard perturbation expansionAdiabatic quantum dynamicsNonadiabatic dynamicsTime evolution operatorCoherent state representationCanonical model systemOptimization methodPerturbation expansionMultidimensional systemsNatural extensionPropagation schemeFourier transform methodMatching pursuit algorithmPropagation methodDynamicsSimulationsTesting simulationsAlgorithmOperatorsAccuracyScheme
2003
Matching-pursuit for simulations of quantum processes
Wu Y, Batista V. Matching-pursuit for simulations of quantum processes. The Journal Of Chemical Physics 2003, 118: 6720-6724. DOI: 10.1063/1.1560636.Peer-Reviewed Original Research