To understand life phenomena, we must consider form, structure, organization, motion, and the roles they play in "living" functions. This book explores such elements through mathematical methods. Beginning with an overview of dynamical systems and stochastic processes, the chapters that follow build on experimental advances in quantitative data in cellular processes to demonstrate the applications of these mathematical methods to characterize living organisms. The topics covered include not only cellular motions but also temporal changes in metabolic components, protein levels, membrane potentials, cell types, and multicellular patterns, which are linked to functions such as cellular responses, adaptation, and morphogenesis. This book is intended for undergraduates, graduates, and researchers interested in theory and modeling in biology, in particular cell, developmental, and systems biology, also those in the fields of mathematics and physics who are interested in these topics.
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Hiroaki Takagi is a Senior Assistant Professor of Physics at Nara Medical University, and a core member of Q-bioJP. His expertise lies in biophysics and nonlinear dynamics. He is interested in the functional significance of fluctuations and dynamics at molecular, cellular, and multicellular levels. Through analyses combining quantitative biological data and mathematical models, his research seeks to elucidate their mechanisms.
Chikara Furusawa is a Professor at the University of Tokyo and a team leader at RIKEN. His research aims to uncover universal characteristics in biological systems by combining theoretical analysis with high-throughput experimental approaches. His primary areas of study include evolutionary dynamics, cell differentiation, and metabolic dynamics, among others.
Satoshi Sawai is a Professor at the University of Tokyo. He has been fascinated with the slime mold Dictyostelium for more than two decades, considering it a hidden gem filled with mathematical ideas and concepts, which are covered in this book.
Les informations fournies dans la section « A propos du livre » peuvent faire référence à une autre édition de ce titre.
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Paperback. Etat : new. Paperback. To understand life phenomena, we must consider form, structure, organization, motion, and the roles they play in living functions. This book explores such elements through mathematical methods. Beginning with an overview of dynamical systems and stochastic processes, the chapters that follow build on experimental advances in quantitative data in cellular processes to demonstrate the applications of these mathematical methods to characterize living organisms. The topics covered include not only cellular motions but also temporal changes in metabolic components, protein levels, membrane potentials, cell types, and multicellular patterns, which are linked to functions such as cellular responses, adaptation, and morphogenesis. This book is intended for undergraduates, graduates, and researchers interested in theory and modeling in biology, in particular cell, developmental, and systems biology, also those in the fields of mathematics and physics who are interested in these topics. This book covers the mathematical methods needed to understand life dynamics, focusing on cellular processes, adaptation, morphogenesis, and the origin of life. It is indispensable for undergraduate and graduate students, as well as researchers, interested in theory and modeling in biology, and how these intersect with mathematics and physics. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. N° de réf. du vendeur 9781009397841
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