Coastline Paradox 【Trusted Source】

If you measure Great Britain with a 100 km ruler, you get a length of about 2,800 km.

The "father of fractals" who applied fractal geometry to explain why these irregular shapes lack a finite perimeter. 💡 Practical Implications The Coastline Paradox in Financial Markets Coastline Paradox

Using a 50 km ruler allows you to "fit" into more curves and bays, increasing the total length to 3,400 km. If you measure Great Britain with a 100

The "paradox" exists because coastlines are not smooth geometric shapes like circles or squares. Instead, they have fractal-like properties , meaning they are "jagged all the way down". The "paradox" exists because coastlines are not smooth

The is the counterintuitive observation that the length of a coastline does not have a well-defined value; instead, it increases as the unit of measurement decreases. 🌊 The Core Concept