Abstract
A theoretical analysis of the Monte Carlo method for the solution of the stationary boundary value problem defined by the Boltzmann equation has been presented in Part I. Based on this analysis, the independent, identically distributed random variables of the simulated process are identified. Estimates of the stochastic error of the single-particle Monte Carlo method are derived. An event-biasing technique for carrier transport across an energy barrier is developed and its suitability for variance reduction is demonstrated.
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