Note on the oscillation of differential equation with advanced argument
Note on the oscillation of differential equations with deviating argument
Note on the oscillation of linear delay differential equations
Note on the periodic solutions of systems of ordinary differential equations
Note on the second phase of the differential equation
Note on the -boundedness of the solutions of a system of differential equations.
Note sur l’intégration de l’équation .
Note sur un theoreme de Michel Petrovitch
Note sur une classe d'équations différentielles
Note to the paper "A model of competition" (Appl. Math. (Warsaw) 39 (2012), 293-303)
Notes on the Fučík spectrum and the mixed boundary value problem
The paper is devoted to the study of the properties of the Fučík spectrum. In the first part, we analyse the Fučík spectra of the problems with one second order ordinary differential equation with Dirichlet, Neumann and mixed boundary conditions and we present the explicit form of nontrivial solutions. Then, we discuss the problem with two second order differential equations with mixed boundary conditions. We show the relation between the Dirichlet boundary value problem and mixed boundary value...
Nouvelle théorie des solutions singulières des équations différentielles du premier ordre et du second degré entre deux variables
Novel method for generalized stability analysis of nonlinear impulsive evolution equations
In this paper, we discuss some generalized stability of solutions to a class of nonlinear impulsive evolution equations in the certain piecewise essentially bounded functions space. Firstly, stabilization of solutions to nonlinear impulsive evolution equations are studied by means of fixed point methods at an appropriate decay rate. Secondly, stable manifolds for the associated singular perturbation problems with impulses are compared with each other. Finally, an example on initial boundary value...
Null controllability of some impulsive evolution equation in a Hilbert space.
Nullstellen von Real- und Imaginärteil der Lösungen linearer Differentialgleichungen 2. Ordnung.
Numerical bifurcation and stability analysis of the Nicolis-Puhl reaction as an application of a class of integro-partial differential equations.
Numerical Error Bounds for Fourth Order Boundary Value Problems, Simultaneous Estimation of u(x) and u"(x).
Numerical precision for differential inclusions with uniqueness
In this article, we show the convergence of a class of numerical schemes for certain maximal monotone evolution systems; a by-product of this results is the existence of solutions in cases which had not been previously treated. The order of these schemes is in general and when the only non Lipschitz continuous term is the subdifferential of the indicatrix of a closed convex set. In the case of Prandtl’s rheological model, our estimates in maximum norm do not depend on spatial dimension.
Numerical precision for differential inclusions with uniqueness
In this article, we show the convergence of a class of numerical schemes for certain maximal monotone evolution systems; a by-product of this results is the existence of solutions in cases which had not been previously treated. The order of these schemes is 1/2 in general and 1 when the only non Lipschitz continuous term is the subdifferential of the indicatrix of a closed convex set. In the case of Prandtl's rheological model, our estimates in maximum norm do not depend on spatial dimension. ...
Numerical solution of initial and singularly perturbed two-point boundary value problems using adaptive spline function approximation.