Part I — The story
The story
Isaac Newton is among the most influential scientists in history. He formulated the three laws of motion and the law of universal gravitation, showing that the same simple rules govern a falling apple and the orbits of planets — unifying the heavens and the earth under a handful of universal principles. To do it, he co-invented calculus, the mathematics required to describe change itself.
Newton's power was reductive genius: finding the few underlying laws from which enormous complexity follows. His Principia Mathematica set the template for all of physical science. Famously reclusive and difficult, he also spent years on alchemy and theology, a reminder that even the greatest minds are human. His acknowledgement of 'standing on the shoulders of giants' captures how knowledge compounds across generations.
Newton exemplifies the search for the few fundamental laws beneath surface complexity — and the compounding of knowledge across generations. His method of reducing a bewildering world to simple, universal principles is the aspiration of science and clear thinking alike.
Part II — The playbook
The playbook
Find the few underlying laws
Newton reduced vast complexity to a handful of universal principles.
Build the tools you need
He co-invented calculus because the problem demanded it.
Stand on giants' shoulders
Newton credited those before him; knowledge compounds.
In their words
If I have seen further, it is by standing on the shoulders of giants.
I can calculate the motion of heavenly bodies, but not the madness of people.
Truth is ever to be found in simplicity.
What to read next
- Isaac Newton — James Gleick
Why this matters
The thinking behind these decisions connects to models you can study directly:
Frequently asked questions
What did Isaac Newton discover?
The three laws of motion and universal gravitation — showing the same rules govern a falling apple and planetary orbits — and he co-invented calculus, the mathematics needed to describe change.
What made Newton's approach so powerful?
Reductive genius: finding the few fundamental laws from which enormous complexity follows, and building the mathematical tools required to prove them — the template for all physical science.