New Sufficient Conditions to Ulam Stabilities for a Class of Higher Order Integro-Differential Equations.
Alberto M. SimõesFernando CarapauPaulo CorreiaPublished in: Symmetry (2021)
Keyphrases
- sufficient conditions
- differential equations
- higher order
- linear complementarity problem
- computational biology
- dynamical systems
- santa fe
- linear matrix inequality
- ordinary differential equations
- linear systems
- asymptotic stability
- high order
- numerical solution
- initial conditions
- numerical methods
- fixed point
- boundary value problem
- lyapunov function
- machine learning
- boundary conditions
- exponential stability
- partial differential equations
- annual conference
- object recognition
- artificial neural networks
- efficiently computable
- equilibrium point
- multiscale