16 citations · 45 across the 72 of their papers we have counts for
18 papers · 1 filter
Cellular structures, quasisymmetric mappings, and spaces of homogeneous type
Stephen Semmes
A class of Cantor-type spaces and related geometric structures are discussed.
An introduction to the geometry of ultrametric spaces
Stephen Semmes
Some examples and basic properties of ultrametric spaces are briefly discussed.
Elementary aspects of the geometry of metric spaces
Stephen Semmes
The setting of metric spaces is very natural for numerous questions concerning manifolds, norms, and fractal sets, and a few of the main ingredients are surveyed here.
Another introduction to the geometry of metric spaces
Stephen Semmes
Here Lipschitz conditions are used as a primary tool, for studying curves in metric spaces in particular.
A geometric construction for fractal sets and related linear operators
Stephen Semmes
A way to add an extra dimension is briefly discussed.
Complementary self-similarity
Stephen Semmes
A few aspects of self-similarity related to complementary components of closed subsets of R^n are briefly discussed.