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The Law of Large Numbers

Epidemiology: Everything Turns on One Number Crossing One

July 25, 2026·8 min read

If each case produces more than one further case, an outbreak grows; below one, it fades. That threshold is simple — and almost everything else about the subject is context-dependent.

Behavioral Economics: The Errors Point the Same Way

July 25, 2026·8 min read

If people departed randomly from rational choice, the departures would cancel out. They lean consistently in the same directions — which is what makes them worth studying, and worth worrying about.

Benford's Law: Why So Many Numbers Start With One

July 25, 2026·8 min read

Around thirty per cent of numbers in real datasets begin with 1, and only five per cent with 9. People inventing figures don't reproduce that — which is how the pattern became an auditing tool.

The Central Limit Theorem: Why Bell Curves Are Everywhere

July 25, 2026·9 min read

One die is flat. Ten dice added together make a bell curve. The shape is a property of adding independent things — which tells you exactly when to expect it and when not to.

The Law of Large Numbers: Small Samples Are Wild

July 25, 2026·8 min read

Seven heads in ten flips is unremarkable; seventy thousand in a hundred thousand would be extraordinary. The same probability, different room for chance — with consequences most people miss.