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Think Bayes Bayesian Statistics in Python

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ISBN-10: 1449370780

ISBN-13: 9781449370787

Edition: 2013

Authors: Allen B. Downey

List price: $23.99
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Description:

If you know how to program with Python, and know a little about probability, you’re ready to tackle Bayesian statistics. This book shows you how to use Python code instead of math and Python objects to represent discrete probability distributions instead of continuous mathematics. Once you get the math out of the way, the Bayesian fundamentals will become clearer, and you’ll be able to apply these techniques to real-world problems.Use your existing programming skills to learn and understand Bayesian statisticsLearn Bayes’s Theorem, computational statistics, estimation, odds, decision analysis, prediction, observer bias, and hypothesis testingUse for loops in Python rather than complex…    
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Book details

List price: $23.99
Copyright year: 2013
Publisher: O'Reilly Media, Incorporated
Publication date: 10/15/2013
Binding: Paperback
Pages: 214
Size: 7.00" wide x 9.19" long x 0.41" tall
Weight: 1.012
Language: English

Allen Downey is an Associate Professor of Computer Science at the Olin College of Engineering. He has taught computer science at Wellesley College, Colby College and U.C. Berkeley. He has a Ph.D. in Computer Science from U.C. Berkeley and Master's and Bachelor's degrees from MIT.

Preface
Bayes's Theorem
Conditional probability
Conjoint probability
The cookie problem
Bayes's theorem
The diachronic interpretation
The M&M problem
The Monty Hall problem
Discussion
Computational Statistics
Distributions
The cookie problem
The Bayesian framework
The Monty Hall problem
Encapsulating the framework
The M&M problem
Discussion
Exercises
Estimation
The dice problem
The locomotive problem
What about that prior?
An alternative prior
Credible intervals
Cumulative distribution functions
The German tank problem
Discussion
Exercises
More Estimation
The Euro problem
Summarizing the posterior
Swamping the priors
Optimization
The beta distribution
Discussion
Exercises
Odds and Addends
Odds
The odds form of Bayes's theorem
Oliver's blood
Addends
Maxima
Mixtures
Discussion
Decision Analysis
The Price is Right problem
The prior
Probability density functions
Representing PDFs
Modeling the contestants
Likelihood
Update
Optimal bidding
Discussion
Prediction
The Boston Bruins problem
Poisson processes
The posteriors
The distribution of goals
The probability of winning
Sudden death
Discussion
Exercises
Observer Bias
The Red Line problem
The model
Wait times
Predicting wait times
Estimating the arrival rate
Incorporating uncertainty
Decision analysis
Discussion
Exercises
Two Dimensions
Paintball
The suite
Trigonometry
Likelihood
Joint distributions
Conditional distributions
Credible intervals
Discussion
Exercises
Approximate Bayesian Computation
The Variability Hypothesis
Mean and standard deviation
Update
The posterior distribution of CV
Underflow
Log-likelihood
A little optimization
ABC
Robust estimation
Who is more variable?
Discussion
Exercises
Hypothesis Testing
Back to the Euro problem
Making a fair comparison
The triangle prior
Discussion
Exercises
Evidence
Interpreting SAT scores
The scale
The prior
Posterior
A better model
Calibration
Posterior distribution of efficacy
Predictive distribution
Discussion
Simulation
The Kidney Tumor problem
A simple model
A more general model
Implementation
Caching the joint distribution
Conditional distributions
Serial Correlation
Discussion
A Hierarchical Model
The Geiger counter problem
Start simple
Make it hierarchical
A little optimization
Extracting the posteriors
Discussion
Exercises
Dealing with Dimensions
Belly button bacteria
Lions and tigers and bears
The hierarchical version
Random sampling
Optimization
Collapsing the hierarchy
One more problem
We're not done yet
The belly button data
Predictive distributions
Joint posterior
Coverage
Discussion
Index