
Geometry Meets Physical Measurement
To the geometrical concepts there correspond, more or less exactly, objects in nature, and these are without doubt the sole cause of the origin of those concepts.
Über die spezielle und die allgemeine Relativitätstheorie (Gemeinverständlich)

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Einstein’s own account of relativity, written in 1916 for readers without higher mathematics: what space, time and motion mean once the speed of light is the same for everyone.
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To the geometrical concepts there correspond, more or less exactly, objects in nature, and these are without doubt the sole cause of the origin of those concepts.

If I analyse the statement of place "in Berlin, on Potsdamer Platz", it means the following. The surface of the Earth is the rigid body to which the statement of place refers; on it, "Potsdamer Platz in Berlin" is a marked point, furnished with a name, with which the event spatially coincides.

Measuring physics achieves this by the use of the Cartesian coordinate system. This consists of three mutually perpendicular rigid plane walls, joined together into one rigid body.

A complete description of the motion, however, comes about only when one states how the body changes its place with time; that is, for every point of the path it must be stated at what time the body is there.

With this, a natural object has also been assigned to the straight line. Three points A, B, C of a rigid body lie on a straight line when, the points A and C being given, the point B is so chosen that the sum of the distances AB and BC is as small as possible.
Examples for: a curious adult with school physics; add one modern instance per idea, such as GPS satellite clocks
The lectures retell the German text of Project Gutenberg #77850, the 1917 Vieweg edition. The author died in 1955; the work is in the public domain. The retelling, the drawings and the voice are made by AI and checked against the book by a second model; nothing was edited by hand. How AI is used.
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