[SOLVED] STAT542 -HW3

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  1. (Bonus Credit: 2pt) Write your own functions to use LOO-CV and GCV to select the optimal span for loess. Check [Coding3 BonusCredit.html] on Piazza.
    • Test your code on data set Coding3 Bonus Data.csv, which can be downloaded from Piazza.
    • Report your CV and GCV for 15 span values: 0.20, 0.25, …, 90.

 

You can add whatever characters after your netID.

  • Name the PDF file (submitted along with your code) similarly, starting with

AssignmentOutput 3 Bonus xxxx netID…pdf,

where “xxxx” is the last 4-dig of your University ID. You do not need to worry about the name of the Markdown file generated by your code.

  1. (3pt) Implement the Baum-Welch algorithm and the Viterbi algorithm for a hidden Markov model (HMM) with Two hidden states (A or B) and whose outcome is a discrete random variable taking Three unique values. Check [Coding3 HMM.html] on Piazza.
    • Test your code on data set Coding3 HMM Data.csv, which can be downloaded from Piazza, with number of iterations for EM to be 100.
    • Report the output from your Baum-Welch algorithm, and save your output from your Viterbi algorithm.