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Browsing by Author "Galimyanov A."

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A proposed method to design specialized web pages for visually impaired and blind students

Al-Jaleeli Y.; Galimyanov A. (2019)

Copyright©2019 by authors, all rights reserved. Currently, we study, work and build social relationships and economies by employing information technology. However there is a question for people who are interested in ...
A variant of the method of quadratures for solving integral equations with fractional integral of Weyl in the main part

Agachev J.; Galimyanov A. (2016)

© Published under licence by IOP Publishing Ltd.In this paper the method of mechanical quadrature solutions fractional integral equation. Computational scheme quadrature method is based on the quadrature formula of rectangles ...
About the convergence of the general projection polynomial method for a class of periodic fractional-integral equations

Agachev J.; Galimyanov A. (2014)

© 2014, Pleiades Publishing, Ltd. In this paper we provide justification of the general projection polynomial method for solution of periodical fractional integral equations in two Holder spaces.
Best Approximations of Solutions of Fractional-integral Equations with the Riemann-Liouville Operator

Agachev J.; Galimyanov A.; Gubaidullina R. (2019)

© 2019, Pleiades Publishing, Ltd. The article is devoted to the best approximations of solutions of integral equations that are defined on the line segment and have a fractional Riemann-Liouville integral in the main part. ...
Educational institution’s software audit

Galimyanov A.; Muzafarova A. (2019)

© 2019, Institute of Advanced Scientific Research, Inc. All rights reserved. This paper describes an audit in the IT field, namely the audit of software which is being used in a higher educational institution by the example ...
Fractional Order Integrals for the Sustainable Development Model

Galimyanov A.; Gorskaya T. (2020)

© Published under licence by IOP Publishing Ltd. Sustainable development is now engaged in many leading countries. The notion is connected with the activity of countries, their economies, social and political institutions. ...
Generalized interpolating polynomial operator An

Galimyanov A.; Minnegalieva C. (2015)

© Research India Publications 2015. The article describes the construction of a linear operator which puts into correspondence an arbitrary 2π - periodic function with zero mean trigonometric polynomial. During an operator ...
On justification of general polynomial projection method for solving periodic fractional integral equations

Agachev J.; Galimyanov A. (2015)

© 2015, Pleiades Publishing, Ltd. In this paper we subtantiate a general polynomial projection method for solving periodic integral equations with Holder coefficients and fractional integral Weyl operator in the main part.
Quadrature formulas for calculating the hadamard integral of a special form

Galimyanov A.; Vorontsova V.; Gilemzyanov A.; Gorskay T. (2016)

© 2016, International Journal of Pharmacy and Technology. All rights reserved.Currently, the issues related to finding solutions to some economic problems, such as problems pertaining to the queuing systems are of great ...
To the justification of the general projection method for solving linear integral equations with a fractional Riemann-Liouville integral in the principal part

Agachev J.; Galimyanov A. (2019)

© Published under licence by IOP Publishing Ltd. The article proposes a generalized polynomial projection method for solving linear integral equations with a fractional Riemann - Liouville integral in the main part. ...

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Browsing by Author "Galimyanov A."

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