Browsing by Author "d712c8ae-9072-40de-97d0-0c8eb39a7c6f"

Now showing items 1-4 of 4

    • A topological equivalence result for a family of nonlinear difference systems having generalized exponential ... 
      Castañeda González, Álvaro; Robledo Veloso, Gonzalo (Taylor & Francis, 2016)
      We obtain sufficient conditions ensuring the topological and strong topological equivalence of two perturbed difference systems whose linear part has a property of generalized exponential dichotomy. When the exponential ...
    • Almost reducibility of linear difference systems from a spectral point of view 
      Castañeda González, Álvaro; Robledo Veloso, Gonzalo (American Institute of Mathematical Sciences, 2017)
      We prove that, under some conditions, a linear nonautonomous difference system is Bylovs almost reducible to a diagonal one whose terms are contained in the Sacker and Sell spectrum of the original system. In the above ...
    • Nilpotent Jacobians and Almost Global Stability 
      Castañeda González, Álvaro; Machado Higuera, Maximiliano (Springer, 2020)
      By one hand, we continue with the study of the liaison between the almost Hurwitz vector fields and density functions. In particular by using mapsHwith nilpotent JacobianJHsuch that their rows are linearly dependent over ...
    • Nonuniform almost reducibility of nonautonomous linear differential equations 
      Castañeda González, Álvaro; Huerta, Ignacio (Elsevier, 2020)
      We prove that a linear nonautonomous differential system with nonuniform hyperbolicity on the half line can be written as diagonal system with a perturbation which is small enough. Moreover we show that the diagonal terms ...