29 Avgust 2022
31Main language:Uzbek
ABOUT A COMPOSITIONAL METHOD OF SOLVING INTEGRAL EQUATIONS WITH GAUSS'S HYPERGEOMETRIC FUNCTION IN THE KERNEL
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ARTICLE ANNOTATION
This article presents the solution of integral equations involving Gauss's hypergeometric function at the kernel using integro-differential operators and some of their compositions.
AUTHORS
D.Muxtorova
Fergana State University
Tags
# integral equations# интеграл тенгламалар# интегральные уравнения# композицион усул# композиционный метод# интегро-дифференциал операторлар# ярим гуруҳ хоссалари# гипергеометрик функция# интегро-дифференциальные операто# полугрупповые свойства# гипергеометрическая функция# integro-differential operators# semi-group properties# hypergeometric function# compositional method
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References
1. Самко С.Г., Кильбас А.А., Маричев О.И. Интегралы и производные дробного порядка и некоторые их приложения. ‒ М.: Наука, 1987.
2. Ўринов А.Қ. Махсус функциялар ва махсус операторлар. ‒ Фарғона: “Фарғона” нашриёти, 2012.