Decentralized Supervisory Control With Intersection-Based Architecture

Supervisory Control for Stabilization under Multiple Local Average Payoff Constraints

“…Supervisory control theory has been comprehensively discussed in various DES models, among which automata and Petri nets are most commonly used. Many mechanisms of supervisory control have been developed so far: control under partial observation [31], [32], networked control [24], [35], decentralized control [13], [30], control of timed DES [21], [34], learning based control [28], [33], compositional control [6], [18], robust control [1], [17], online control [15], [22], supervisory control for DES with nondeterministic specifications [25], [29], to name a few. The conventional framework of qualitative supervisory control is also extended to quantitative settings, where supervisors are designed to achieve some measures defined over states and transitions.…”