Unicity of solutions of generalized differential equations
Uniform attractors in sup-norm for semi linear parabolic problem and application to the robust stability theory
In this paper we establish the existence of the uniform attractor for a semi linear parabolic problem with bounded non autonomous disturbances in the phase space of continuous functions. We applied obtained results to prove the asymptotic gain property with respect to the global attractor of the undisturbed system.
Uniform boundedness of solutions for a class of Liénard equations.
Uniform convergence of the spectral expansion for a differential operator with periodic matrix coefficients.
Uniform exponential stability of linear almost periodic systems in Banach spaces.
Uniform exponential stability of linear periodic systems in a Banach space.
Uniform foliation associated with the hamiltonian system
Uniform Fourth Order Difference Scheme for a Singular Perturbation Problem.
Uniform methods for semilinear problems with an attractive boundary turning point.
Uniform pseudo-orbit tracing property for homeomorphisms and continuous mappings
We prove that for every nonempty compact manifold of nonzero dimension no self-homeomorphism and no continuous self-mapping has the uniform pseudo-orbit tracing property. Several relevant counterexamples for recently studied hypotheses are indicated.
Uniform second-order difference method for a singularly perturbed three-point boundary value problem.
Uniform Sheaves and Differential Equations
Uniform stability and semi-stability of motions in dynamical systems on metric spaces
Some stability properties of motions in pseudo-dynamical systems and semi-systems are studied.
Uniform Stability In Nonlinear Infinite Delay Volterra Integro-differential Equations Using Lyapunov Functionals
In [10] the first author used Lyapunov functionals and studied the exponential stability of the zero solution of finite delay Volterra Integro-differential equation. In this paper, we use modified version of the Lyapunov functional that were used in [10] to obtain criterion for the stability of the zero solution of the infinite delay nonlinear Volterra integro-differential equation [...]
Uniform stability of displacement coupled second-order equations.
Uniform treatment of canonical perturbation theories.
Uniformly convergent difference scheme for singularly perturbed problem of mixed type.
Uniformly convergent schemes for singularly perturbed differential equations based on collocation methods.
Uniformly enclosing discretization methods and grid generation for semilinear boundary value problems with first order terms
The paper deals with uniformly enclosing discretization methods of the first order for semilinear boundary value problems. Some fundamental properties of this discretization technique (the enclosing property, convergence, the inverse-monotonicity) are proved. A feedback grid generation principle using information from the lower and upper solutions is presented.
Uniformly enclosing discretization methods for semilinear boundary value problems