APPROXIMATION OF FUNCTIONS IN GENERALIZED HOLDER SPACES AND THEIR MODIFICATIONS
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2018, Vol 3, Issue
Abstract
We study rate of approximation of Valle Poussin means of Fourier series in generalized Holder spaces.
Authors and Affiliations
Mariana Golava
Keywords
Related Articles
- EP ID EP505478
- DOI 10.18454/2079-6641-2018-23-3-27-35
- Views 108
- Downloads 0
MATHEMATICAL MODELING OF CHANGES IN THE CHARGE CLOUD DROPLETS IN A FRACTAL ENVIRONMENT
The paper proposed a new mathematical model of the variation of the charge cloud drops in storm clouds. The model takes into account the fractal properties of storm clouds, and the solution was obtained using the apparat...
STRESS FIELD MODELING OF JAPANESE EARTHQUAKE 11.09.2011
Numerical calculations of the Japanese earthquake 11.03.2011 influence are executed. Deformation’s field modeling of Earth’s crust at the locality of the event are represented.
PASSAGE THROUGH X-RAY PROTECTION HAVING THE STRUCTURE OF HOMOGENEOUS FRACTALS
In this paper we generalize the law of Bouguer-Lambert in the case of a homogeneous fractal. With detailed analysis in terms of d-output operator generalized law of Bouguer-Lambert-Beer law, which in particular includes...
THE CAUCHY PROBLEM FOR A REGULAR CONTINUOUS DIFFERENTIAL EQUATION OF SECOND ORDER WITH REGULARIZED DERIVATIVES OF SEGMENT ORDER
In this work we build a fundamental solution to a regular continuous differential equation of second order with regularized derivatives of segment order and find an explicit solution to Cauchy problem in terms of fundame...
PROGRAM GENERATOR PROCESSES INDUCED BY NONLINEAR DYNAMIC SYSTEM WITH IMPULS NOISES
The article considers nonlinear dynamic systems with impulse perturbation. The described method of generation of impulse random processes on a computer. On the example of the Lorenz system are considered a software modul...