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Course Queries Syllabus Queries 2 years ago
Posted on 16 Aug 2022, this text provides information on Syllabus Queries related to Course Queries. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.
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I'm taking an introductory graduate course in statistical programming. I usually like to read textbooks along with my coursework, but the professor doesn't have any suggestions for books matching the syllabus. Is there any book that could help me read up on this material?
The basic outline of the class is this: For each topic, the professor demonstrates the underlying math on the blackboard, then writes code to perform the algorithm. He moves very quickly, so I'm hoping there might be a book (or several) I could supplement my notes with. I'm interested in both the math and the algorithms.
Here is the syllabus topics list:
The purpose of this course is to teach the art of statistical programming in R, Python, and C/C++, by writing computer code to implement the following core algorithms in statistical computing. . Least squares regression, sweep operator, QR decomposition · Eigen computation, Principal Component Analysis · Logistic regression, Newton-Raphson · Lasso, coordinate descent, boosting, solution path · Feed-forward neural network, back-propagation · EM algorithm, Gaussian mixture, factor analysis · Random number generators, Monte Carlo integration · Metropolis algorithm, Gibbs sampling, Bayesian posterior sampling When going through the above topics, the focus will be on algorithms and especially programming, instead of theories of learning, inference and computing.
The purpose of this course is to teach the art of statistical programming in R, Python, and C/C++, by writing computer code to implement the following core algorithms in statistical computing.
. Least squares regression, sweep operator, QR decomposition
· Eigen computation, Principal Component Analysis
· Logistic regression, Newton-Raphson
· Lasso, coordinate descent, boosting, solution path
· Feed-forward neural network, back-propagation
· EM algorithm, Gaussian mixture, factor analysis
· Random number generators, Monte Carlo integration
· Metropolis algorithm, Gibbs sampling, Bayesian posterior sampling
When going through the above topics, the focus will be on algorithms and especially programming, instead of theories of learning, inference and computing.
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