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Asymptotics of parabolic Green's functions on lattices
Gurevich P.
For parabolic spatially discrete equations, we considered the Green functions also known as heat
On generalization of refinement of Jensen’s inequality using Fink’s identity and Abel-Gontscharoff Green function
Niaz T., Khan K.A., Pečarić J.
In this paper, we formulate new Abel-Gontscharoff type identities involving new Green functions
Pedagogical conditions of using binary approach to optimization of the control and diagnostic functions in the training of students
Telegina N., Galimova E.
and diagnostic functions in teaching students in “General pedagogy”. In order to realize this purpose, the study
Voigt lineshape function as a solution of the parabolic partial differential equation
Dulov E., Khripunov D.
The goal of this paper is to show that the Voigt function may be found as a solution of a parabolic
Difference equations related to majorization theorems via Montgomery identity and Green’s functions with application to the Shannon entropy
Siddique N., Imran M., Khan K.A., Pečarić J.
of the Montgomery identity and newly defined Green’s functions (Mehmood et al. in J. Inequal. Appl. 2017
Functionally graded segment of an epitrochoidal shells structures– The geometric nonlinear stress-strain analysis
Mathieu G.-O., Shambina S.L., Tyekolo D., Farhan I.T.
The geometric nonlinear stress-strain state of functionally graded Epitrochoidal Shells under
On the Application of the Plan Formula to the Study of the Zeta-Function of Zeros of Entire Function
Vyacheslav I. Kuzovatov, Alexander M. Kytmanov, Azimbai, Sadullaev
of zeros of entire function. Based on this formula, we obtained an explicit expression for the kernel
Possible solutions of inverse dynamical problems with regards for nonlinear constraint stabilization function
Kaspirovich I.E., Mukharlyamov R.G.
of the second kind is considered with regard for a nonlinear homogeneous stabilization function. A necessity
Refinements of some fractional integral inequalities for refined (α, h− m) -convex function
Jung C.Y., Farid G., Yasmeen H., Lv Y.-P., Pečarić J.
via the refined (α, h− m) -convex function. The established results give refinements of fractional
MONOTONICITY OF THE JENSEN FUNCTIONAL FOR f- DIVERGENCES WITH APPLICATIONS TO THE ZIPF-MANDELBROT LAW
Lovricevic N., Pecaric D., Pecaric J.
The Jensen functional in its discrete form is brought in relation to the Csiszar divergence

Страница 24 из 4207

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