Boundary value problems for systems of second-order functional differential equations.
Positive and dead-core solutions of two-point singular boundary value problems with -Laplacian.
On the boundedness and periodicity of solutions of second-order functional differential equations with a parameter
Three-point boundary value problem for nonlinear second-order differential equation with parameter
Professor Miroslav Laitoch sexagenarian
Existence Principles for Singular Vector Nonlocal Boundary Value Problems with -Laplacian and their Applications
Existence principles for solutions of singular differential systems satisfying nonlocal boundary conditions are stated. Here is a homeomorphism onto and the Carathéodory function may have singularities in its space variables. Applications of the existence principles are given.
On asymptotic properties of central dispersions of the -th kind of ,
Asymptotic properties of dispersions of the differential equations
On the structure of second-order linear differential equations with given characteristic multipliers in the generalized Floquet theory
On the boundedness of solutions of nonlinear second-order differential equations with parameter
Phase and dispersion theory of the differential equation in connection with the generalized Floquet theory
Oscillation behaviour of solutions of neutral delay differential equations
Životní jubileum profesora Miroslava Laitocha
Angenäherte Lösung eines Systems von Integro-Differentialgleichungen mittels der Methode von S. A. Tschaplygin
On some properties of solutions of the second order linear differential equations with periodic coefficients having a common oneparametric continuous group of dispersions
Three-point boundary value problem of retarded functional-differential equation of the second order with parameter
O jistém zobecnění Picard-Lindelöfovy metody postupných aproximací řešení diferenciální rovnice
Three-point boundary value problem for nonlinear third-order differential equations with parameter
On a structure of the intersection of the set of dispersions of two second-order linear differential equations
Common increasing dispersions of certain linear second order differential equations
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