Constrained polynomial matrix zonotopes enable algebraically exact set propagation for data-driven reachability analysis of linear and polynomial systems without over-approximation.
Data-driven reachability analysis of lipschitz nonlinear systems via support vector data descrip- tion
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Data-Driven Nonconvex Reachability Analysis using Exact Set Propagation
Constrained polynomial matrix zonotopes enable algebraically exact set propagation for data-driven reachability analysis of linear and polynomial systems without over-approximation.