Physical models of living systems
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Physical models of living systems
ffm^rẾcè4eOt’Modelsof LivingSystemsPhysical Models of Living SystemsPhilip NelsonUniversity of Pennsylvaniawith the assistance of Sarina Bromberg, Ann Physical models of living systems n Hermundstad, and Jason Prentice■■w H. Freeman■ & CompanyA Macmillan Education ImprintPublisher: Kate ParkerAcquisitions Editor: Alicia BradySenior Development Editor: Blythe RobbinsAssistant Editor: Courtney LyonsEditorial Assistant: Nandini AbujaMarketing Manager: Taryn BurnsSenior Media and Supp Physical models of living systems lements Editor: Amy ThorneDirector of Editing, Design, and Media Production: Tracey KuehnManaging Editor: Lisa KinneProject Editor: Kerry O’ShaughnessPhysical models of living systems
yProduction Manager: Susan WeinDesign Manager and Cover Designer: Vicki Tomasclli Illustration Coordinator: Malt McAdamsPhoto Editors: Christine Bueseffm^rẾcè4eOt’Modelsof LivingSystemsPhysical Models of Living SystemsPhilip NelsonUniversity of Pennsylvaniawith the assistance of Sarina Bromberg, Ann Physical models of living systems in a mammalian cell have been lagged with lluorescenl molecules via imniunoslaining: microtubules (false colored xrccTi) and clathrin-coatcd pits, cellular structures used for receptor-mediated endocytosis (false-colored red). See also Figure 6.5 (page 138). ihe magnification is such that the height Physical models of living systems of the letter “o” in the title corresponds lo about 1.4 ;Physical models of living systems
ical Chemistry, published in Bales el al., 2007. Reprinted with permission from AAAS.] Inset: rhe equation known today as the “Bayes formula” first apffm^rẾcè4eOt’Modelsof LivingSystemsPhysical Models of Living SystemsPhilip NelsonUniversity of Pennsylvaniawith the assistance of Sarina Bromberg, Ann Physical models of living systems Equation 3.18. (The letter “s” in laplace’s original formulation is an obsolete notation for sum, now written as £.) This formula forms the basis of statistical inference, including that used in superresolulion microscopy.Title page: Illustration from James Watt’s patent application. The green box e Physical models of living systems ncloses a centrifugal governor. [From /1 treatise on the steam engine: Historical, practical. and descriptive (1827) by John Farcy.]Library of CongresPhysical models of living systems
s Preassigned Control Number: 2014949574ISBN 13: 978 1 4641 4029 7ISBN-10: 1-4641-4029-4©2015 by Philip c. NelsonAll rights receivedPrinted in the Uniffm^rẾcè4eOt’Modelsof LivingSystemsPhysical Models of Living SystemsPhilip NelsonUniversity of Pennsylvaniawith the assistance of Sarina Bromberg, Annffm^rẾcè4eOt’Modelsof LivingSystemsPhysical Models of Living SystemsPhilip NelsonUniversity of Pennsylvaniawith the assistance of Sarina Bromberg, AnnGọi ngay
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