ideasthesia

Sign in Subscribe

math

Probability Explained: The Mathematics of Uncertainty

Kolmogorov put probability on a rigorous axiomatic foundation. Bayes gave it an interpretation as rational belief. This series covers both: classical probability, conditional probability, Bayes' theorem, random variables, distributions, and the central limit theorem.

Read next

Vector Calculus

Vector Calculus Explained

Scalar calculus handles quantities at points. Vector calculus handles how those quantities change direction, flow, and swirl through space. It's the language electromagnetism, fluid dynamics, and general relativity are written in — and it's built from a handful of elegant operators.

Trigonometry

Trigonometry Explained

Trigonometry is more than SOH CAH TOA. This series covers the unit circle, trig identities, inverse functions, the law of sines and cosines, and where periodic functions show up across science and engineering.

Statistics

Statistics Explained: Learning Truth from Uncertainty

Most people use statistics as a black box for publishing. This series treats it as a way of thinking — about uncertainty, evidence, and what it means to learn something true from noisy data.

Comments ()