In plain words: A teaching text that builds machine learning from first principles for readers who already know probability and linear algebra. It covers supervised and unsupervised learning through probabilistic models, sorting the field into clear categories and pointing readers toward deeper literature.
Abstract · A Brief Introduction to Machine Learning for Engineers
This monograph aims at providing an introduction to key concepts, algorithms, and theoretical results in machine learning. The treatment concentrates on probabilistic models for supervised and unsupervised learning problems. It introduces fundamental concepts and algorithms by building on first principles, while also exposing the reader to more advanced topics with extensive pointers to the literature, within a unified notation and mathematical framework. The material is organized according to clearly defined categories, such as discriminative and generative models, frequentist and Bayesian approaches, exact and approximate inference, as well as directed and undirected models. This monograph is meant as an entry point for researchers with a background in probability and linear algebra.
Osvaldo Simeone
arXiv:1709.02840 · cs.LG, cs.IT, stat.ML · submitted Sep 8, 2017 · updated May 17, 2018
abstract · pdf · html · This is an expanded and improved version of the original posting. Feedback is welcome
The same could be said about skipping the earlier period of javascript frameworks. Had you used your time to learn things that are still useful today, and will remain useful decades in the future, while waiting for the industry to jump here and there, eventually converging to what seems to be a fairly robust steady state (react), then you'd probably be better off today than if you followed along with the hype cycle month after month.
A counter argument is that you might miss out on a lot of the monetary rewards that comes from learning the much desired skill that others don't have the time or will power to tackle in the period where doing so involves a lot of friction.