
A Bayesian Introduction to Fish Population Analysis
Description
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A Bayesian Introduction to Fish Population Analysis is aimed at advanced undergraduate and graduate students as well as working professionals interested in a hands-on introduction to Bayesian approaches for fitting fisheries models. Chapters address key aspects of population dynamics: abundance, mortality, growth, and recruitment. The book includes complete R code for simulating each study design and JAGS Bayesian code for model fitting; code files are also available online. No prior knowledge of R or JAGS is assumed and new commands are introduced gradually through the sequence of examples. There is emphasis throughout the book on how to vary simulation settings to develop intuition about fisheries models (e.g., how many fish should be tagged in order to obtain usefully precise results). Additional topics include development of integrated population models, model checking, model selection, and uninformative and informative prior distributions.
Key features include:
The book begins with a focus on ecologically relevant probability distributions (e.g. binomial, Poisson, normal, lognormal) as a foundation for the applied fisheries chapters.
Subsequent chapters demonstrate Bayesian approaches for estimating abundance, mortality, growth, and recruitment.
Full open-source code is provided for simulation and plotting using R and Bayesian model fitting using JAGS.
The book demonstrates how simulation can be used to gain a deeper understanding of analytical methods and for planning field studies.
Joseph E. Hightower is a professor emeritus in the Department of Applied Ecology at NC
State University. His research interests focus on fish population dynamics, especially field and
analytical methods for estimating population parameters. His primary teaching role was a
graduate course in quantitative fisheries management, including Bayesian methods that serve
as the foundation for this book.
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Content
2.A Brief Introduction to R and RStudio
3.Probability Distributions
4.Model Fitting
5.Abundance
6.Survival
7.Mortality Components
8.Growth
9.Recruitment
10.Integrated Population Models
11.Final Thoughts
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