£126.03

Advances in Inequalities for Special Functions - Nova Science

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Description

Explore the latest developments in mathematical research with Advances in Inequalities for Special Functions. This volume serves as the first entry in a specialized collection of research monographs dedicated to the study and application of mathematical inequalities for special functions. Each paper included in this work has undergone a rigorous peer-review process to ensure academic quality. The content provides a balanced mix of survey material covering previously published works and original new results. Readers will find detailed presentations on special functions approximations and bounds via integral representation. Notably, Pietro Cerone utilizes the classical Stevensen inequality and bounds for the Cebysev functional to establish bounds for classical special functions. This book is an essential resource for mathematicians and researchers looking for updated findings in the field. Whether you are looking for comprehensive surveys or cutting-edge research, this monograph provides the technical depth required for advanced mathematical study.

Key Features

Peer-reviewed research papers ensure high academic standards and reliable mathematical results for all readers.

Comprehensive coverage includes both detailed surveys of existing literature and original new research findings.

Specialized focus on mathematical inequalities for special functions within a dedicated research monograph collection.

Includes advanced technical presentations such as special functions approximations and bounds via integral representation.

New and mint condition copies provided to ensure the highest quality for your academic library.

Fast shipping with same day dispatch for orders received before 12 noon to get your book quickly.

Guaranteed secure packaging and no quibbles returns for a reliable and worry-free purchasing experience.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
27 February 2008
Listed Since
29 February 2008

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