Ecuaciiones disipativas, conjuntos absorbentes y atractores
Ecuaciones de evolución con retardo variable.
Este trabajo tiene como objeto presentar resultados de existencia global de soluciones para ciertas ecuaciones diferenciales funcionales asociadas a procesos con retardo variable. El principal argumento será la aplicación de ciertas estimaciones puntuales sobre las soluciones de una ecuación diferencial escalar.
Editorial
Editorial: Abstract differential and difference equations.
Editors’ preface for the topical issue “Topics in Nonlinear Analysis”
Effect of nonlinear perturbations on second order linear nonoscillatory differential equations.
Effect of randomly fluctuating environment on autotroph-herbivore model system.
Effect of time delay on a detritus-based ecosystem.
Effect on persistence of intra-specific competition in competition models.
Effective Computation of Periodic Orbits and Bifurcation Diagrams in Delay Equations.
Effective computation of the first Lyapunov quantities for a planar differential equation
We take advantage of the complex structure to compute in a short way and without using any computer algebra system the Lyapunov quantities and for a general smooth planar system.
Effective criterion for the transformation of linear functional-differential equations of first order into canonical form with constant coefficients and deviations
Effective estimates for global relations on Euler-type series
Effective finding of the solutions of the form for the differential equations of the finite and infinite order
Effet Zeeman pour un électron de Dirac
Efficient computation of delay differential equations with highly oscillatory terms
This paper is concerned with the asymptotic expansion and numerical solution of systems of linear delay differential equations with highly oscillatory forcing terms. The computation of such problems using standard numerical methods is exceedingly slow and inefficient, indeed standard software is practically useless for this purpose. We propose an alternative, consisting of an asymptotic expansion of the solution, where each term can be derived either by recursion or by solving a non-oscillatory...
Efficient computation of delay differential equations with highly oscillatory terms
This paper is concerned with the asymptotic expansion and numerical solution of systems of linear delay differential equations with highly oscillatory forcing terms. The computation of such problems using standard numerical methods is exceedingly slow and inefficient, indeed standard software is practically useless for this purpose. We propose an alternative, consisting of an asymptotic expansion of the solution, where each term can be derived either by recursion or by solving a non-oscillatory...
Efficient computation of delay differential equations with highly oscillatory terms
This paper is concerned with the asymptotic expansion and numerical solution of systems of linear delay differential equations with highly oscillatory forcing terms. The computation of such problems using standard numerical methods is exceedingly slow and inefficient, indeed standard software is practically useless for this purpose. We propose an alternative, consisting of an asymptotic expansion of the solution, where each term can be derived either by recursion or by solving a non-oscillatory...
Eigenfunction expansion for a regular fourth order eigenvalue problem with eigenvalue parameter in the boundary conditions.
Eigenschaften der algebraisch- logarithmischenIntegrale nicht homogener Differentialgleichungen