Digestly

3Blue1Brown

3Blue1Brown

12 episodes

When being beautifully wrong leads to discovery

Kepler's initial geometric theory led to the discovery of planetary motion laws.

Why the ancient Greeks rejected heliocentrism

Aristarchus proposed a heliocentric model before Copernicus, but it was dismissed due to lack of observable stellar parallax.

How to estimate the distance to the sun

The video explains how ancient Greeks estimated the distance to the Sun using the phases of the Moon, particularly focusing on the Half Moon phase.

How to measure the universe | The Cosmic Distance Ladder Part 2

The video explores the history and methods of measuring cosmic distances, emphasizing the ingenuity behind these techniques.

How Earth's size was computed by Eratosthenes

The video explains how Eratosthenes measured the Earth's circumference using the angle of the sun's rays.

Terence Tao on how we measure the cosmos | Part 1

The video explores how humanity first measured cosmic distances, focusing on the clever mathematical reasoning behind these measurements.

Measuring the earth with Terence Tao

An Arab mathematician in the 10th century accurately measured the Earth's radius using trigonometry.

The topology of two-note chords

The video explains how two-note chords can be represented on a Möbius strip by considering unordered pairs of points on a circle.

The space of all musical intervals

The video explains how a Möbius strip mathematically represents unordered pairs of points on a loop, akin to musical intervals.

The barber pole optical mystery

The video explores the optical phenomenon of colored stripes in a dense sugar water mixture when polarized light is shone through it, explaining the twisting of light polarization and its dependence on light frequency.

Thinking through double slits

The double-slit experiment demonstrates wave interference patterns using coherent light sources.

This open problem taught me what topology is

The video explores the inscribed square problem, a mathematical puzzle about whether every closed continuous loop has an inscribed square, using topology and geometry concepts.