-th order ordinary differential systems under Stieltjes boundary conditions
Nichtoszillatorische und oszillatorische Differentialgleichungen dritter Ordnung
Nichtselbstadjungierte Differentialoperatoren im nichtkompakten Fall.
Nodes of eigenfunctions of a certain class of ordinary differential equations of the fourth order
Nonnegative point spectrum for differential equations with infinite delays
Norm estimates for functions of two non-commuting matrices.
Note on Kummer's transformation
Note on the oscillation of linear delay differential equations
Note on the periodic solutions of systems of ordinary differential equations
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
Nullstellen von Real- und Imaginärteil der Lösungen linearer Differentialgleichungen 2. Ordnung.
Numerical study by a controllability method for the calculation of the time-periodic solutions of the Maxwell and Vlasov-Maxwell systems
The topic of this paper is the numerical analysis of time periodic solution for electro-magnetic phenomena. The Limit Absorption Method (LAM) which forms the basis of our study is presented. Theoretical results have been proved in the linear finite dimensional case. This method is applied to scattering problems and transport of charged particles.
Numerical study by a controllability method for the calculation of the time-periodic solutions of the Maxwell and Vlasov-Maxwell systems
The topic of this paper is the numerical analysis of time periodic solution for electro-magnetic phenomena. The Limit Absorption Method (LAM) which forms the basis of our study is presented. Theoretical results have been proved in the linear finite dimensional case. This method is applied to scattering problems and transport of charged particles.