A new parameterization computes optimal ellipsoidal trapping regions for quadratic systems with generalized lossless nonlinearities, yielding smaller bounds or previously impossible results on a 4D system, an aerodynamics model, and a stable equilibrium example.
Promoting global stability in data-driven models of quadratic nonlinear dynamics,
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Trapping Regions for Quadratic Systems with Generalized Lossless Nonlinearities
A new parameterization computes optimal ellipsoidal trapping regions for quadratic systems with generalized lossless nonlinearities, yielding smaller bounds or previously impossible results on a 4D system, an aerodynamics model, and a stable equilibrium example.