New posts in Dimension Theory Analysis

Minimal structure imposed on sets to define "dimension"

How big can the Hausdorff dimension of the closure of a smooth curve be?

Box Dimension Example

Can a polygon be one dimensional?

How to tell what dimension an object is?

Is zero the center of the numeric sequence?

Lebesgue measure of any line in $\mathbb{R^2}$.

Question about "equivalent" definitions for small inductive dimension of topological spaces

Do negative dimensions make sense?

Is there a dimension which extends to negative or even irrational numbers?