The sufficient condition of the asymptotic stability of two-dimensional linear systems
The Theory of Substitutions / Eugen Netto (Review).
Theorems of Bohr-Neugebauer-type for almost-periodic differential equations
Three point value problem for third-order linear differential equation
To conjugacy functions of second order linear differential equations
To the definition of the global transformation in 2-dimensional linear spaces of continuous functions
To the theory of central dispersions for the linear differential equations of a finite type-special
To the theory of global transformation of the second order linear differential equations of finite type, special
To the theory of linear difference equations
Transfer of connection problems for first level solutions of merimorphic differential equations, and associated Laplace transforms.
Transformation der Lösungen der Systeme von vier linearen Differentialgleichungen 1. Ordnung
Transformation methods for differential-algebraic equations
Transformation of spaces of vector functions of scalar argument
Transformation operators and asymptotic formulas for the eigenvalues of a polynomial pencil of Sturm--Liouville operators.
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.
Transformations of linear differential equations of second order and adjoined nonlinear equations
Transformations of ordinary differential equations
The paper describes the general form of an ordinary differential equation of an order which allows a nontrivial global transformation consisting of the...
Trench's perturbation theorem for dynamic equations.
Triangular stochastic matrices generated by infinitesimal elements
We show that each element in the semigroup of all non-singular upper (or lower) triangular stochastic matrices is generated by the infinitesimal elements of , which form a cone consisting of all upper (or lower) triangular intensity matrices.
Two point boundary value problems for linear third order differential equations in the Colombeau algebra