The isoperimetric dimension is a concept in geometric analysis and topology that generalizes the notions of isoperimetric inequalities to more abstract settings. In its simplest form, the classical isoperimetric problem deals with determining the shape with the smallest perimeter (or boundary length) for a given area in Euclidean space, typically concluding that the circle minimizes perimeter for a fixed area.
Articles by others on the same topic
There are currently no matching articles.