Master probability fundamentals for machine learning. Explore probability rules, distributions, Bayes’ Theorem, and evaluation metrics like ROC and precision-recall curves. Build the skills to interpret uncertainty, model data, and make confident, data-driven decisions in ML applications.
What you'll learn
Build confidence with foundational probability concepts—terminology, sum & multiplication rules, and the Law of Large Numbers.
Explore Bayes’ Theorem in action, from conditional probabilities to classification models that adapt as you gain new information.
Understand and apply probability distributions—PMFs, PDFs, expected value, binomial vs. multinomial—to model discrete and continuous variables.
Evaluate and compare models using ROC and precision‑recall curves—learn when each is most effective (e.g., imbalanced classes, critical false positives).
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