Uniform expansion of the transition rate in Kramers' problem

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	Year	Citations
Brownian motion in a field of force and the diffusion model of chemical reactions H. A. Kramers Physica EngineeringPhysicsChemical ReactionsDiffusion ProcessKinetics (Physics)	1940	8.5K
<i>Theory and Applications of Stochastic Differential Equations</i> Z. Schuss, Robert E. O’Malley Physics Today EngineeringStochastic ProcessesStochastic SystemStochastic CalculusStochastic Dynamical System	1981	508
Theory and applications of stochastic differential equations M.M.R. Williams Annals of Nuclear Energy Stochastic Dynamical SystemStochastic Differential EquationsStochastic CalculusStochastic Differential Equation	1981	442
Thermal activation in extremely underdamped Josephson-junction circuits E. P. Harris, Rolf Landauer Physical review. B, Condensed matter Josephson JunctionsModerate DampingEngineeringPhysicsExtreme Underdamping	1983	307
The Exit Problem: A New Approach to Diffusion Across Potential Barriers Z. Schuss, B. J. Matkowsky SIAM Journal on Applied Mathematics	1979	127
Theory of Activated Rate Processes: Bridging between the Kramers Limits Benny Carmeli, Abraham Nitzan Physical Review Letters Activated Rate ProcessesEngineeringFluid MechanicsKramers TheoryStochastic Phenomenon	1983	104
A Singular Perturbation Approach to Kramers’ Diffusion Problem B. J. Matkowsky, Z. Schuss, Eshel Ben‐Jacob SIAM Journal on Applied Mathematics EngineeringPerturbation MethodPhysicsSingularly Perturbed ProblemStochastic Processes	1982	97

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