
π― Probability Distributions: the quiet foundation of Machine Learning
In machine learning, every model assumes a shape for how your data behaves. Knowing probability distributions lets you validate those assumptions and avoid misinterpretation.
π΅ Normal Distribution (Gaussian)
- The famous “bell.”
- π Values concentrated around the mean
- π Symmetric
- π Present in natural phenomena (height, measurement errors)
- π Imagine most of your data is “in the middle” and few observations at the extremes.
π’ Binomial Distribution
- Models how many times a “success” occurs in repeated trials.
- π Examples: ad clicks, A/B test outcomes
- π It’s like flipping a coin many times and counting how often it lands heads.
π Poisson Distribution
- Counts how many events occur in an interval.
- π Tickets per day, errors per hour, rare events
- π Imagine counting how often something happens in a period when it occurs at an average rate.
π‘ Understanding these distributions helps you choose better models, validate assumptions, and make more confident data-driven decisions.
Also published on LinkedIn.
