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OverviewThis brief aims to merge the theories of fractional calculus and discrete calculus in a concise but comprehensive manner. It is designed for graduate students, but will be useful for any researcher interested in the theory of discrete fractional calculus and fractional difference equations. Full Product DetailsAuthor: Rui A. C. FerreiraPublisher: Springer Nature Switzerland AG Imprint: Springer Nature Switzerland AG Edition: 1st ed. 2022 Weight: 0.168kg ISBN: 9783030927233ISBN 10: 3030927237 Pages: 88 Publication Date: 15 March 2022 Audience: Professional and scholarly , Professional & Vocational Format: Paperback Publisher's Status: Active Availability: Manufactured on demand ![]() We will order this item for you from a manufactured on demand supplier. Table of Contents1. Discrete Calculus.- 2. Discrete Fractional Calculus.- 3. Fractional Difference Equations.- 4. Calculus of Variations.- References.ReviewsThe book is well-written and the concepts used are sufficiently motivated so that readers unfamiliar with the topic will find easy access to it. ... Advanced undergraduate and beginning graduate students will find the book quite accessible while researchers in fractional calculus might use it as a source of references and inspiration for further research. (Peter Massopust, zbMATH 1492.39001, 2022) “It serves as a study guide for graduate students in the exciting, rather new, area of discrete fractional calculus, giving students plenty of ideas on how to improve and apply the presented inequalities. It also serves as a reference book for researchers working in the area of discrete fractional calculus … . This book will be of utmost interest to any researcher studying discrete fractional calculus.” (Churong Chen, Mathematical Reviews, April, 2023) “The book is well-written and the concepts used are sufficiently motivated so that readers unfamiliar with the topic will find easy access to it. … Advanced undergraduate and beginning graduate students will find the book quite accessible while researchers in fractional calculus might use it as a source of references and inspiration for further research.” (Peter Massopust, zbMATH 1492.39001, 2022) Author InformationTab Content 6Author Website:Countries AvailableAll regions |