For finite-dimensional affine logit systems the sharp dimension-free stability threshold is β‖ΠWΠ‖_{T→T}<2, extending the certified regime beyond classical conservative bounds.
2025.3553096
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SILAS jointly optimizes polynomial ODE vector fields and polynomial Lyapunov functions from data to produce models with provably bounded trajectories via compact absorbing sets.
The observability and controllability Gramians parameterized by sensor and actuator node subsets are determinantal point processes.
Coefficient-level conditions are given for proportional and proportional-derivative output feedback that render linear pH descriptor systems regular, impulse-free, asymptotically stable, and port-Hamiltonian without explicit pH forms.
Optimizing blended-wing-body aircraft wing half-spans via reachable sets of linear longitudinal dynamics yields up to 30% lower angle-of-attack tracking error on the resulting nonlinear model under reference tracking control.
The paper proposes and analyzes a distributed perception mechanism in Friedkin-Johnsen networks that enables convergence to true social power through local interactions in static and reflected-appraisal settings.
Moving horizon estimation stably recovers internal hormone concentrations from irregular samples in pituitary-thyroid models for hypo- and hyperthyroid patients, with lower error at higher sampling rates under model uncertainty.
citing papers explorer
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Sharp Spectral Thresholds for Logit Fixed Points
For finite-dimensional affine logit systems the sharp dimension-free stability threshold is β‖ΠWΠ‖_{T→T}<2, extending the certified regime beyond classical conservative bounds.
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Data-driven discovery of polynomial ODEs with provably bounded solutions
SILAS jointly optimizes polynomial ODE vector fields and polynomial Lyapunov functions from data to produce models with provably bounded trajectories via compact absorbing sets.
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Connections Between Determinantal Point Processes and Gramians in Control
The observability and controllability Gramians parameterized by sensor and actuator node subsets are determinantal point processes.
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Coefficient-level output-feedback stabilization of linear port-Hamiltonian descriptor systems
Coefficient-level conditions are given for proportional and proportional-derivative output feedback that render linear pH descriptor systems regular, impulse-free, asymptotically stable, and port-Hamiltonian without explicit pH forms.
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Reachability-Based Design Optimization for Aircraft Maneuverability
Optimizing blended-wing-body aircraft wing half-spans via reachable sets of linear longitudinal dynamics yields up to 30% lower angle-of-attack tracking error on the resulting nonlinear model under reference tracking control.
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Dynamical models for distributed social power perception in Friedkin-Johnsen influence networks
The paper proposes and analyzes a distributed perception mechanism in Friedkin-Johnsen networks that enables convergence to true social power through local interactions in static and reflected-appraisal settings.
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Estimating Hormone Concentrations in the Pituitary-Thyroid Feedback Loop from Irregularly Sampled Measurements
Moving horizon estimation stably recovers internal hormone concentrations from irregular samples in pituitary-thyroid models for hypo- and hyperthyroid patients, with lower error at higher sampling rates under model uncertainty.