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Physical models of living systems : probability, simulation, dynamics / Philip Nelson; ; with the assistance of Sarina Bromberg, Ann Hermundstad, Keith Kroma-Wiley, and Jason Prentice.

Math/Physics/Astronomy - Reserve QH324.8 .N547 2022
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Math/Physics/Astronomy - Reserve QH324.8 .N547 2022
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Format:
Book
Author/Creator:
Nelson, Philip Charles, author.
Bromberg, Sarina, author.
Hermundstad, Ann, author.
Kroma-Wiley, Keith, author.
Prentice, Jason, author.
Language:
English
Subjects (All):
Biology--Mathematical models--Textbooks.
Biology.
Biological systems--Mathematical models--Textbooks.
Biological systems.
Biological systems--Mathematical models.
Biology--Mathematical models.
Genre:
Textbooks.
Physical Description:
xxiv, 466 pages : color illustrations ; 26 cm
Edition:
Second edition.
Place of Publication:
Philadelphia, PA : Chiliagon Science, 2022.
Summary:
"Physical models of living systems first develps the frameworks needed to understand modern ideas about inference from data, as they relate to biological physics research. Later chapters develop stochasti stimulation as a tool to handle more complex systems, and then dynamical systems theory applied to cellular control networks, both natural and synthetic. Along the way, you'll also see the foundations of revolutionary advances in imaging (superresolutiona dn cryo-electron microscopy), along with epidemic modeling, micanobiology, excitable media, and more. The text also has significant overlap with competencies covered in the MCAT exam. Dozens of problems at all levels, many of them new in this edition, will help you to gain simulation and data visualization skills useful in any branch of quantitatvie science research."--Back cover.
Contents:
First steps. Virus dynamics
Physics and biology
Randomness in biology. Discrete randomness
Some useful discrete distributions
Continuous distributions
Random walks on an energy landscape
Model selection and parameter estimation
Excursion : single particle reconstruction in cryo-electron microscopy
Poisson processes and their simulation
Randomness in cellular processes
Feedback control. Negative feedback control
Positive feedback, epidemics, and genetic switches
Cellular oscillators
Nonlinear, stochastic dynamical systems. Demographic variation in epidemic spread
Bet-hedging via stochastic, excitable dynamics.
Notes:
"CEMB, Center for Engineering MechanoBiology"--Back cover.
Includes bibliographical references and index.
ISBN:
9781737540243
173754024X
OCLC:
1286432698

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