Convergence rates of the solution of a Volterra-type stochastic differential equations to a non-equilibrium limit

Hasonló tételek

• On the exponential convergence to a limit of solutions of perturbed linear Volterra equations
  Szerző: Appleby John A. D., et al.
  Megjelent: (2005)
• Exact and memory--dependent decay rates to the non--hyperbolic equilibrium of differential equations with unbounded delay and maximum functional
  Szerző: Appleby John A. D.
  Megjelent: (2017)
• On the non-exponential decay to equilibrum of solutions of nonlinear scalar Volterra integro-differential equations
  Szerző: Appleby John A. D., et al.
  Megjelent: (2004)
• Classification of convergence rates of solutions of perturbed ordinary differential equations with regularly varying nonlinearity
  Szerző: Appleby John A. D., et al.
  Megjelent: (2016)
• Almost sure subexponential decay rates of scalar Ito-Volterra equations
  Szerző: Appleby John A. D.
  Megjelent: (2004)