A Statistical Mechanics Perspective, Second Edition
Focusing on the physical and chemical properties of biological molecules such as DNA, RNA, and proteins, this book offers an essential introduction to statistical physics techniques tailored for computational biologists. It emphasizes understanding the complex interactions within biological systems, providing valuable insights into their functions and applications in biological analysis.
Focusing on the interdisciplinary nature of chromatin research, this book serves as a vital introduction for computational biologists and researchers. It covers foundational concepts and the latest advancements in the field, emphasizing computational methods from statistical physics and bioinformatics. The content is accessible, avoiding extensive technical jargon while providing a thorough understanding of chromatin's structure, dynamics, and regulation.
The book systematically introduces the Poisson-Boltzmann equation across three interrelated chapters, catering to advanced students and researchers. The first chapter formulates the equation, covering linearized Debye-Hückel theory and exact solutions in simple geometries. The second chapter shifts to a statistical physics perspective, addressing fluctuation effects through loop expansion and variational methods. It explores practical applications, such as surface tension with added salt and the adsorption of charged polymers on like-charged surfaces, linking historical context to modern developments.
This book explores the thermodynamic and dynamic properties of thin liquid films, focusing on rupture instabilities. It highlights the practical applications of polymer thin films and aims to present a coherent overview for researchers. The text progresses from applications to rigorous mathematical theory, addressing both consensus and controversies in the field.
Here is a treatise on the thermodynamic and dynamic properties of thin liquid films at solid surfaces, particularly their rupture instabilities. The authors balance 'light' and 'rigorous' mathematical approaches, always conveying the elegance of the theory.