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David Hilbert: Problems, Axioms, and Mathematical Foundations
David Hilbert reshaped algebra, geometry, analysis, mathematical logic, and the research agenda of twentieth-century mathematics through his axiomatic method...
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Ada Lovelace and the Analytical Engine
Ada Lovelace's 1843 notes on Babbage's Analytical Engine contained a published procedure for Bernoulli numbers and an unusually broad account of what a gener...
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Sophie Germain: Number Theory and Elasticity
Sophie Germain developed important methods in number theory and won the Paris Academy's elasticity prize after years of work on vibrating plates.
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John Nash: Equilibrium, Geometry, and Nonlinear Analysis
John Nash changed game theory through equilibrium existence results and made major contributions to geometry and nonlinear partial differential equations.
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Probability Distributions as Statistical Models
Probability distributions are models for random variables, not labels attached to datasets. Their parameters, support, tail behavior, and mean-variance struc...
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Correlation vs. Causation: Understanding Relationships Between Variables
Learn the critical difference between correlation and causation in data analysis, how to interpret correlation coefficients, and why controlled experiments a...
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