It is with great pleasure that I share the publication of my second book, a project that represents the culmination of many hours of study, research, and dedication throughout my Ph.D. journey. My heartfelt gratitude goes to Mexico for welcoming me six years ago and providing me with the opportunity to build my career and achieve important milestones in my professional life.

I am deeply grateful to everyone who, in one way or another, contributed to this achievement. My sincere thanks to Professor Ricardo Abreu for his invaluable assistance with the editing and thorough review of this work. I sincerely hope that this book will be a valuable resource for students, researchers, and colleagues working in the field.

Thank you all for your continued support and for being part of this new milestone in my academic journey. 🙏🏻

The book's ISBN 📖 is: 979-8184947662.

A brief overview of the book is provided below:

Fischer Decompositions in Clifford Analysis presents a modern perspective on the rich interplay between algebra, analysis, and geometry underlying Dirac-type equations. Building upon the classical Fischer decomposition, it establishes new decomposition theorems through inframonogenic functions and their generalizations, uncovering previously unknown structures in spaces of Clifford algebra-valued functions. The book also develops the associated boundary value problems by means of contemporary analytical techniques and integral representations. Combining fundamental theory with original research contributions, this volume offers a comprehensive and inspiring introduction to Clifford analysis for graduate students, researchers, and specialists in partial differential equations and mathematical physics.

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