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On asymptotics of solutions for some classes of differential inclusions via the generalized guiding functions method
Obukhovskii V., Kamenskii M., Kornev S., Liou Y.-C.
a generalized guiding function along a given function for differential inclusions with convex
On Partial Stability and Detectability of Functional Differential Systems with Aftereffect
Vorotnikov V.I.
We consider a general class of the nonlinear non-stationary system of functional differential
About the placing of transport coefficients under the control of the strukture of differential-difference equations
Uvarova, L. A.
for the kinetic coefficient by non-linear differential-difference transport equation. It permits to obtain
The heuristic power of the non integer differential operator in physics: From chaos to emergence, auto-organisations and holistic rules
Le Mehaute A.
of the frequency response to differential equations of non-integer order and of the notherian constraints make
The role of noncoding RNAs in the osteogenic differentiation of human periodontal ligament-derived cells
Sufianov, A., Beilerli, A., Begliarzade, S., Ilyasova, T., Kudriashov, V., Liang, Y., Beylerli, O.
and functions of ncRNAs in the osteogenic differentiation of human periodontal ligament-derived cells.
Variational Symmetries of Euler and Non-Euler Functionals
Budochkina S.A., Savchin V.M.
We develop a unified approach to the investigation of invariant properties of Euler and non
'Fractional' kinetic equations and 'universal' decoupling of a memory function in mesoscale region
Nigmatullin R.
It is proved that kinetic equations containing non-integer integrals and derivatives appear
Continuous dependence of solutions to functional differential equations on the scaling parameter
Rossovskii L.E.
For a functional differential equation with rescaling, we establish the Gårdingtype inequality
Boundary value problems for elliptic functional-differential equations and their applications
Skubachevskiĭ A.L., Savina Tatiana
functional-differential equations. par Chapter II is devoted to applications. Non-local elliptic differential
On the half-plane Dirichlet problem for differential-difference elliptic equations with several nonlocal terms
Muravnik A.
parameters (no commensurability of the translations is assumed), while the boundary-value function u0

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