N-FRACTIONAL CALCULUS OPERATOR METHOD TO THE EULER EQUATION
Journal Title: Проблемы анализа-Issues of Analysis - Year 2018, Vol 7, Issue 2
Abstract
We can obtain the explicit solutions of the Euler equation by using the fractional calculus methods. So, we apply the N operator method in the fractional calculus to solve this equation in this paper. We take advantage of some results of previous studies related to the fractional calculus.
Authors and Affiliations
Resat Yilmazer, Okkes Ozturk
Keywords
Related Articles
- EP ID EP437250
- DOI 10.15393/j3.art.2018.5730
- Views 84
- Downloads 0
ОЦЕНКИ РАЗНОСТЕЙ РЕШЕНИЙ НЕЛИНЕЙНЫХ ИНТЕГРАЛЬНЫХ УРАВНЕНИЙ В БАНАХОВОМ ПРОСТРАНСТВЕ
In this paper we consider estimations of difference of nonlinear integral equations in Banach space.
ON ZEROS OF SOME ANALYTIC SPACES OF AREA NEVANLINNA TYPE IN HALFPLANE
We introduce two new scales of spaces of Nevanlinna type in a halfplane C + and provide descriptions of their zero sets and based on it we present parametric representations of these classes.
ТЕОРЕМЫ О РАЗРЕШИМОСТИ НЕЛИНЕЙНЫХ ОПЕРАТОРНЫХ УРАВНЕНИЙ В БАНАХОВЫХ АЛГЕБРАХ С КОНУСОМ
Solvability theorems for nonlinear operator equations in Banach spaces with a cone has given in this paper.
ТЕОРЕМА ИСКАЖЕНИЯ В ОДНОМ ПОДКЛАССЕ МЕРОМОРФНЫХ И ОДНОЛИСТНЫХ В ЕДИНИЧНОМ КРУГЕ ФУНКЦИЙ
It is obtained some estimates for functions from C_0 subset of meromorphic univalent in the unit disk functions.
КЛАССИФИКАЦИЯ ВЫПУКЛЫХ МНОГОГРАННИКОВ
The paper is continuation of the author's series of paper devoted to the solution of Hadviger's problem of covering convex polyhedrons with body images at homothety. The problem under discussion in this paper can be desc...