Abstract
Switching max-plus-linear (SMPL) systems are discrete event systems that can switch between different modes of operation. In each mode the system is described by a max-plus-linear state equation and a max-plus-linear output equation, with different system matrices for each mode. The switching between from one mode to the other is a stochastic process. In the model predictive control (MPC) formulation stability is enforced by additional constraints. To reduce the computational complexity we use an algorithm based on scenario generation for such stochastic SMPL systems.
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