Partial fractional derivatives of Riesz type and nonlinear fractional differential equations by Vasily Tarasov [pdf]

Welcome to the realm of advanced mathematical exploration with “Riesz-type Partial Fractional Derivatives and Nonlinear Fractional Differential Equations” by Vasily Tarasov. In this article we invite you to delve into the intricate world of partial fractional derivatives and their application in solving nonlinear fractional differential equations. Written by Vasily Tarasov, this book offers a deep dive into a specialized area of ​​mathematics, shedding light on the complexities of partial fraction calculus. To facilitate your understanding of this advanced topic, we present an overview of the key concepts and provide a look at the content of the book.

“Riesz Partial Fractional Derivatives and Nonlinear Fractional Differential Equations” explores a sophisticated area of ​​mathematical study, where partial derivatives of fractional order known as Riesz derivatives are introduced and applied to nonlinear fractional differential equations. Vasily Tarasov’s experience in the field is evident as he delves into topics such as the Riesz potential, fractional calculus, and the application of these concepts to solving complex nonlinear equations.

The core of this book is the exploration of partial fractional derivatives, a specialized area that extends the traditional notion of fractional calculus to multivariable functions. Tarasov’s work provides insights into the mathematical properties of these derivatives and their potential applications in modeling real-world phenomena that exhibit nonlinearity and complex behavior.

To enhance your understanding of “Riesz-type Partial Fractional Derivatives and Nonlinear Fractional Differential Equations,” we invite you to explore the entire contents of the book. For a deeper exploration, you can access the book through the link provided below:

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“Riesz-Type Partial Fractional Derivatives and Nonlinear Fractional Differential Equations” by Vasily Tarasov is a valuable resource for mathematicians, researchers, and academics seeking to unravel the complexities of partial fractional calculus and its application in solving nonlinear fractional differential equations. By diving into this book, he embarks on a journey of mathematical discovery that expands his understanding of advanced concepts and the practical implications of them.