Multiplicative Partial Differential Equations 1st Edition

Capture the forefront of mathematical innovation with Multiplicative Partial Differential Equations, 1st Edition by Svetlin G. Georgiev and Khaled Zennir. This authoritative volume introduces a fresh framework for PDE theory using multiplicative calculus, delivering crisp exposition for researchers, instructors, and advanced students.

Explore a coherent progression from foundational concepts to advanced results: rigorous definitions, well-motivated examples, existence and uniqueness theorems, and stability analyses tailored to multiplicative operators. Carefully chosen applications illuminate how multiplicative PDEs model real-world growth, scaling phenomena, and multiplicative processes encountered in physics, biology, finance, and engineering. Clear proofs and illustrative diagrams support comprehension without sacrificing mathematical depth.

Designed for both classroom adoption and independent study, the text balances theory with applied insight. Chapters include step-by-step derivations, worked examples, and problem sets that sharpen analytical skills and encourage original research. The accessible yet rigorous presentation makes it an ideal resource for graduate courses, seminars, and research groups exploring alternative calculus paradigms.

Whether you are a mathematician, applied scientist, or graduate student wanting to extend your toolkit, this first edition offers a timely, globally relevant reference—suitable for readers across the USA, Europe, Asia, and beyond. Add Multiplicative Partial Differential Equations to your professional library to stay ahead in emerging PDE methodologies and to inspire new directions in modeling and analysis. Order now to elevate your research and teaching with this compelling, modern treatment of multiplicative PDEs.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.