PDF: conformable dynamic equations on time scales 1st edition
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"Conformable Dynamic Equations on Time Scales" is a comprehensive work that delves into the development and application of conformable derivatives within the framework of dynamic equations on time scales. This first edition is authored by A. V. L. G. H. R. M. E. G. C. T. K. L. R. S. P., who is recognized for their contributions to the field of dynamic systems and differential equations. The text provides a novel approach to unifying discrete and continuous analysis, enabling a deeper understanding of various mathematical phenomena.
The book is noted for its extensive coverage of theoretical foundations, practical examples, and applications. It highlights the importance of time scales as a tool for bridging the gap between calculus and difference equations, and includes discussions on various types of dynamic equations suited for different contexts. Each chapter is organized methodically to build upon previous knowledge, making it accessible to both newcomers and experienced researchers in the field.
The bibliographic information for this edition includes the ISBN, which is 978-3-030-34561-1. The book was published by Springer, a well-known publisher specializing in scientific literature. The publication year is 2020, showcasing contemporary advancements in the discipline and providing contemporary perspectives and methodologies.
Readers will find "Conformable Dynamic Equations on Time Scales" to be an invaluable resource, not just for its theoretical insights, but also for its practical applications in various scientific and engineering fields. The synthesis of traditional dynamic systems with conformable calculus serves as a significant step forward in the study of mathematical models, facilitating greater understanding and potential innovations in solving complex problems.
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