Similarity dimension
Garnett Williams · 1997
The similarity dimension&s;s main importance is that it involves principles that are basic to all types of exponent dimensions. It&s;s a way of designating an object&s;s geometry by a single number. It applies to objects that consist of, or that can be approximated by, straight lines. Examples are other lines (straight or wiggly), squares, cubes, and triangles.