Local Fractional Integral Transforms and Their Applications

This book delves into the realm of local fractional integral transforms, presenting a comprehensive exploration of their mathematical foundations and applications. It aims to bridge theory and practice, offering readers insight into how these methods can be employed in various scientific fields. The authors methodically outline the principles of local fractional calculus, showcasing its relevance in modeling real-world phenomena.

With contributions from experts in the field, the text also addresses practical applications in areas such as engineering and physics. Readers can expect to find rigorous explanations paired with intuitively accessible examples, making complex concepts more understandable. This work serves as a valuable resource for scholars, researchers, and practitioners eager to deepen their knowledge of local fractional transforms.