On an algebraic structure of a group of phases
On an almost periodicity criterion of solutions for systems of nonhomogeneous linear differential equations with almost periodic coefficients
On an application of the generalized Floquet theory to the transformation of the equation into its associated equation
On an asymptotic behaviour of solutions of the differential equation of the fourth order
On an even order neutral differential inequality.
On an infinite-dimensional differential equation in vector distributions with discontinuous regular functions on the right hand side.
On an inverse problem in the theory of thermistors
An inverse problem for a nonlocal problem describing the temperature of a conducting device is studied.
On an inverse scattering problem for a discontinuous Sturm-Liouville equation with a spectral parameter in the boundary condition.
On an optimal setting of constant delays for the D-QSSA model reduction method applied to a class of chemical reaction networks
We develop and test a relatively simple enhancement of the classical model reduction method applied to a class of chemical networks with mass conservation properties. Both the methods, being (i) the standard quasi-steady-state approximation method, and (ii) the novel so-called delayed quasi-steady-state approximation method, firstly proposed by Vejchodský (2014), are extensively presented. Both theoretical and numerical issues related to the setting of delays are discussed. Namely, for one slightly...
On Apery's differential operator
On Approximate Solutions of Differential Equations in Banach Spaces.
On asymptotic behavior of solutions of second order linear differential equations.
On asymptotic behaviour of central dispersions of linear differential equations of the second order
On asymptotic behaviour of oscillatory solutions for fourth order differential equations.
On asymptotic integrations of
On asymptotic properties of central dispersions of the -th kind of ,
On asymptotics of discrete Mittag-Leffler function
The (modified) two-parametric Mittag-Leffler function plays an essential role in solving the so-called fractional differential equations. Its asymptotics is known (at least for a subset of its domain and special choices of the parameters). The aim of the paper is to introduce a discrete analogue of this function as a solution of a certain two-term linear fractional difference equation (involving both the Riemann-Liouville as well as the Caputo fractional -difference operators) and describe its...
On behavior of solutions of nonlinear differential equations in Hilbert space. II.
On boundary value problems for second-order discrete inclusions.
On boundary value problems of periodic type for ordinary odd order differential equations