Absence of geometrical correction to the Landau-Zener formula

References

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	Year	Citations
Collected papers of L. D. Landau Nuclear Physics Historical ScholarshipLiterary HistoryCollected Papers	1966	608
Nonadiabatic transitions induced by a time-dependent Hamiltonian in the semiclassical/adiabatic limit: The two-state case Jon P. Davis, Philip Pechukas The Journal of Chemical Physics Quantum DynamicEngineeringNonadiabatic TransitionsComplex CrossingHamiltonian Theory	1976	225
Nonadiabatic transitions in atomic collisions Soviet Physics Uspekhi Quantum DynamicEngineeringPhysicsElectronic StatesNatural Sciences	1989	188
What are the basic mechanisms of electronic transitions in molecular dynamic processes? Hiroki Nakamura International Reviews in Physical Chemistry Localized Excited StateEngineeringBasic MechanismsComputational ChemistryChemistry	1991	147
The adiabatic theorem in the complex plane and the semiclassical calculation of nonadiabatic transition amplitudes Jenn‐Tai Hwang, Philip Pechukas The Journal of Chemical Physics Spectral TheoryQuantum DynamicEngineeringNonadiabatic Transition AmplitudesGeometric Quantization	1977	125
Exponential decay and geometric aspect of transition probabilities in the adiabatic limit Alain Joye, H. Russell Kunz, Ch.-Ed Pfister Annals of Physics PhysicsIntegrable ProbabilityExponential DecayProbability TheoryPoisson Boundary	1991	97
Exponentially small adiabatic invariant for the Schrödinger equation Alain Joye, C.-E. Pfister Communications in Mathematical Physics Quantum DynamicPhysicsNatural SciencesSmall Adiabatic InvariantQuantum Chaos	1991	72
Measuring the geometric component of the transition probability in a two-level system Josef W. Zwanziger, Steven P. Rucker, G. C. Chingas Physical Review A Quantum DynamicParameter SpaceEngineeringMagnetic ResonanceTwo-level System	1991	64
Proof of the Landau-Zener formula in an adiabatic limit with small eigenvalue gaps George A. Hagedorn Communications in Mathematical Physics Spectral TheorySmall Eigenvalue GapsLandau-zener FormulaAdiabatic Limit	1991	63
Quantum phases and Landau-Zener transitions in oscillating fields Heinz‐Peter Breuer, Martin Holthaus Physics Letters A Quantum PhasesQuantum SciencePhase TransitionsEngineeringPhysics	1989	63

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