Détails du livre
Format
Relié
Pages
792
Langue
Anglais
Publié
Jan 1, 1998
Éditeur
Springer
ISBN-10
0387983813
ISBN-13
9780387983813
Description
Mathematical Physiology offers a unique approach to understanding physiological concepts through the lens of mathematical modeling. The authors, James Keener and James Sneyd, take readers on a journey that intertwines the elegance of mathematics with the intricacies of biological systems. This innovative perspective helps to elucidate complex processes, making them more accessible and comprehensible.
Throughout the book, the authors explore various physiological phenomena and develop models that highlight the dynamic nature of life sciences. By emphasizing the synergy between mathematics and biology, they equip readers with analytical tools that can be applied to real-world challenges in physiology. This blend of disciplines fosters a deeper appreciation for both subjects.
The engaging narrative and analytical approach encourage learners to think critically about the various systems in the human body and their underlying mathematical principles. This book is not just for mathematicians or biologists; it is a valuable resource for anyone interested in the emerging field of mathematical biology, inviting a broader audience to explore the vital connections between these disciplines.
Throughout the book, the authors explore various physiological phenomena and develop models that highlight the dynamic nature of life sciences. By emphasizing the synergy between mathematics and biology, they equip readers with analytical tools that can be applied to real-world challenges in physiology. This blend of disciplines fosters a deeper appreciation for both subjects.
The engaging narrative and analytical approach encourage learners to think critically about the various systems in the human body and their underlying mathematical principles. This book is not just for mathematicians or biologists; it is a valuable resource for anyone interested in the emerging field of mathematical biology, inviting a broader audience to explore the vital connections between these disciplines.