Transformation der Lösungen der Systeme von vier linearen Differentialgleichungen 1. Ordnung
Transformation groups on real plane and their differential invariants.
Transformation methods for differential-algebraic equations
Transformation theory of linear ordinary differential equations -- from local to global investigations
A survey of investigations of linear differential equations from the point of view of transformations is described. These investigations started in the middle of the last century and continued till the present time. Essential step was done in the fifties by O. Borvka, who started global investigations of the second order equations.
Transformation to Liénard form.
Transformationen der Lösungen von Systemen mit gegebenem Element der Matrix
Transformations and oscillatory properties of linear Hamiltonian systems -- continuous versus discret
Transformations of linear differential equations of second order and adjoined nonlinear equations
Transformations of linear Hamiltonian systems preserving oscillatory behaviour
Transformations of linear second order ordinary differential equations
Transversal homoclinics in nonlinear systems of ordinary differential equations.
Travaux de Moser sur la stabilité des mouvements périodiques
Travaux récents sur les points singuliers des équations différentielles linéaires
Traveling front solutions for a diffusive epidemic model with external sources
Traveling wave fronts in spatially discrete reaction-diffusion equations on higher-dimensional lattices.
Travelling wave solutions for the Painlevé-integrable coupled KdV equations.
Trench's perturbation theorem for dynamic equations.
Trichotomy and bounded solutions of nonlinear differential equations
The existence of bounded solutions for equations in Banach spaces is proved. We assume that the linear part is trichotomic and the perturbation satisfies some conditions expressed in terms of measures of noncompactness.
Tunnels-entonnoirs-peignes. IIe partie.
Tuyaux étagés de l'approximation des équations différentielles.