The solution set for inverse infinite-horizon LQ descriptor differential games is rectangular and convex, with descriptor dynamics modifying its geometry and potentially reducing identifiability.
A matrix-pencil-based in- terpretation of inconsistent initial conditions and system properties of generalized state-space systems,
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Solution Sets for Inverse Infinite-Horizon Linear-Quadratic Descriptor Differential Games
The solution set for inverse infinite-horizon LQ descriptor differential games is rectangular and convex, with descriptor dynamics modifying its geometry and potentially reducing identifiability.