Stat 340 Applied Regression
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Syllabus
Classes
Final Project
Publications
Type
Date
2019
(Class 24) Ensembles: Stacking
t.mcandrew
Notes (git)
Notes (pdf)
(Class 23) Ensembles: Bagging
t.mcandrew
Notes (git)
Notes (pdf)
(Class 22) Tree-based regression
t.mcandrew
Notes (git)
Notes (pdf)
(Class 21) Ridge Regression and LASSO
t.mcandrew
Notes (git)
Notes (pdf)
(Class 20) Collaborative filtering and KNN
t.mcandrew
Notes (git)
Notes (pdf)
(Class 19) Logistic Regression for a Binomial R.V.
t.mcandrew
Notes (git)
Notes (pdf)
(Class 18) KNN for Classification
t.mcandrew
Notes (git)
Notes (pdf)
(Class 17) Logistic Regression Lab
t.mcandrew
LAB (Due:2019-10-31)
(Class 16) Bernoulli, Binomial, and MLE
We will recap logistic regression, MLE, and discuss metrics for evaluating classification models
t.mcandrew
Notes (git)
Notes (pdf)
(Class 15) Bernoulli, Binomial, and MLE
We will discuss Bernoulli and Binomial distributed random variables, and using maximum likelihood to compute optimal coefficients for …
t.mcandrew
Notes (git)
Notes (pdf)
(Class 14) Interpreting coefficients and measures of accuracy
We will discuss how to interpret coefficients for a logistic regression model and measures of accuracy
t.mcandrew
Notes (git)
Notes (pdf)
(Class 13) Classification
We will discuss the disadvantages of linear regression and begin logistic regression
t.mcandrew
Notes (git)
Notes (pdf)
(Class 12) KNN regression
We will discuss the K nearest neighbor approach to regression.
t.mcandrew
Notes (git)
Notes (pdf)
(Class 11) Transform lab
We will discuss the impact of transforming the dependent variable in regression.
t.mcandrew
LAB (DUE:2019-10-11)
(Class 10) Transformations
We will discuss the impact of transforming the dependent variable in regression.
t.mcandrew
Notes (git)
Notes (pdf)
HW02 (DUE:2019-10-10)
(Class 09) Bias-variance tradeoff
We will discuss the bias-variance tradeoff.
t.mcandrew
Notes (git)
Notes (pdf)
LAB (DUE:2019-09-27)
(Class 08) Cross-validation Lab
We will discuss the importance of having separate training and testing datasets and the bias-variance tradeoff.
t.mcandrew
LAB (DUE:2019-09-27)
(Class 07) Orthogonal projections as a method of optimization.
We will explore how orthogonality relates to optimization
t.mcandrew
Notes (git)
Notes (pdf)
(Class 06) Testing, training, and validation data, and the Bias-variance tradeoff.
We will discuss the importance of having separate training and testing datasets and the bias-variance tradeoff.
t.mcandrew
Notes (git)
Notes (pdf)
(Class 05) SSE optimization.
We will discuss optimzing regression parameters using SSE and the Hat Matrix
t.mcandrew
Notes (git)
Notes (pdf)
(Class 04) Lab on fitting simple, multiple, and polynomial models to Boston housing data.
Lab on fitting simple, multiple, and polynomial models to Boston housing data
t.mcandrew
LAB
(Class 03) Polynomial regression, optimizing parameters via SSE
We will explore polynomial regression for modeling non-linear relationships and optimizing parameters given data
t.mcandrew
HW01
Notes (git)
Notes (pdf)
(Class 02) Polynomial regression, testing and training
We will explore model and probabilistic forms of simple linear regression.
t.mcandrew
Notes (git)
Notes (pdf)
(Class 01) Technical setup and Matrix notation related to regression
We will take time to setup technical requirements for class (R and Github), and introduce matrix notation for simple linear regression
t.mcandrew
Notes (github)
Notes (pdf)
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