Hoffhues, M.; Römisch, W.; Surowiec, T. M. - In: Optimization Letters 15 (2021) 8, pp. 2733-2756
The vast majority of stochastic optimization problems require the approximation of the underlying probability measure, e.g., by sampling or using observations. It is therefore crucial to understand the dependence of the optimal value and optimal solutions on these approximations as the sample...