On a Fučík problem
Metódy funkcionálnej analýzy v numerickej matematike
Professor Michal Greguš sexagenarian
On nonlinear differential systems with deviating arguments
Nonoscillatory solutions of differential equations with deviating argument
Antitone operators and ordinary differential equations
A comparison theorem in the theory of the second-order linear differential transformations
On the three-point boundary-value problem for a non-linear third order ordinary differential equation
On correctness of the generalized boundary value problem for systems of ordinary differential equations
On the existence of oscillatory solutions in the Weisbuch-Salomon-Atlan model for the Belousov-Zhabotinskij reaction
The stability properties of solutions of the differential system which represents the considered model for the Belousov - Zhabotinskij reaction are studied in this paper. The existence of oscillatory solutions of this system is proved and a theorem on separation of zero-points of the components of such solutions is established. It is also shown that there exists a periodic solution.
On a vector multipoint boundary value problem
A remark to a multipoint boundary value problem
On some non-linear boundary value problems for ordinary differential equations
On a class of linear differential equations of order ,
On a boundary value problem of the fourth order
Несколько теорем о линейном дифференциальном уравнении второго порядка типа Якоби в комплексной области
Über die Transformation der linearen Differentialgleichungen -ter Ordnung. I.
On an application of the Stone theorem in the theory of differential equations
Применение главной теоремы конформного отображения в теории линейных дифференциальных уравнений 2-ого порядка
Über die Transformation der linearen Differentialgleichungen -ter Ordnung. II.
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