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math.OC2025
Linear control systems on a 4D solvable Lie group used to model primary visual cortex
Adriano Da Silva, Eyüp Kizil, Victor Ayala
In this article, we study linear control systems on a 4-dimensional solvable Lie group. Our motivation stems from the model introduced in \cite{baspinar}, which presents a precise…
math.OC2025
Dynamics of linear control systems and stabilization
Victor Ayala, Adriano Da Silva
In this paper, we study linear control systems with positive bounded orbits. We show that the existence of positive bounded orbits imposes strong algebraic and topological constrai…