Sturmian Sequence
If a Sequence has the property that the Block Growth function 
for all 
, then it is said tohave minimal block growth, and the sequence is called a Sturmian sequence. An example of this is the sequence arisingfrom the Substitution Map
 |  |  | |
 | |  |
yielding
, which gives us the Sturmian sequence 01001010....Sturm Functions are sometimes also said to form a Sturmian sequence.
See also Sturm Function, Sturm Theorem- Polygonal Spiral
- Polygon Circumscribing Constant
- Polygon Construction
- Polygon Division Problem
- Polygon Fractal
- Polygon Inscribing Constant
- Polygon Triangulation
- Polygram
- Polyhedral Formula
- Polyhedral Graph
- Polyhedron
- Polyhedron Coloring
- Polyhedron Compound
- Polyhedron Dissection
- Polyhedron Dual
- Polyhedron Hinging
- Polyhedron Packing
- Polyhex
- Polyiamond
- Polyking
- Polylogarithm
- Polymorph
- Polynomial
- Polynomial Bar Norm
- Polynomial Bracket Norm