ETC3250/5250 Introduction to Machine Learning
Week 1: Foundations of machine learning
Professor Di Cook
Department of Econometrics and Business Statistics
Welcome! Meet the teaching team
Chief examiner: Professor Dianne Cook
Communication: All questions need to be communicated through the Discussion forum. Any of a private matter can be addressed to etc3250.clayton-x@monash.edu or through a private message on the edstem forum. Emails should never be sent directly to tutors or the instructor.
Tutors:
- Patrick: 3rd year PhD student working on computer vision for reading residual plots
- Harriet: 2nd year PhD student working on visualisation of uncertainty
- Jayani: 2nd year PhD student working on methods for understanding how non-linear dimension reduction warps your data
- Krisanat: MBAt graduate, aspiring to be PhD student in 2025
What this course is about
- select and develop appropriate models for clustering, prediction or classification.
- estimate and simulate from a variety of statistical models.
- measure the uncertainty of a prediction or classification using resampling methods.
- apply business analytic tools to produce innovative solutions in finance, marketing, economics and related areas.
- manage very large data sets in a modern software environment.
- explain and interpret the analyses undertaken clearly and effectively.
How to do well
- Keep up-to-date with content:
- participate in the lecture each week
- attend tutorials
- complete weekly learning quiz to check your understanding
- read the relevant sections of the resource material
- run the code from lectures in the
qmd files
- Begin assessments early, when posted, map out a plan to complete it on time
- Ask questions
Machine learning is a big, big area. This semester is like the tip of the iceberg, there’s a lot more, and interesting methods and problems, than what we can cover. Take this as a challenge to get you started, and become hungry to learn more!
Framing the problem
- Supervised classification: categorical \(y_i\) is available for all \(x_i\)
- Unsupervised learning: \(y_i\) unavailable for all \(x_i\)
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