A classification of the point spectrum of constant length substitution tiling spaces and general fixed point theorems for tilings
We examine the point spectrum of the various tiling spaces that result from different choices of tile lengths for substitution of constant length on a two or a three letter alphabet. In some cases we establish insensitivity to changes in length. In a wide range of cases, we establish that the typica...
Main Author: | Abuzaid, Dina Asaad |
---|---|
Other Authors: | Clark, Alexander |
Published: |
University of Leicester
2016
|
Subjects: | |
Online Access: | http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.682405 |
Similar Items
-
Tilings generated by non-parallel projection schemes
by: Peden, Andrew James
Published: (2012) -
Fixed point indices and existence theorems for semilinear equations in cones
by: Cremins, Casey Timothy
Published: (1997) -
Extreme Points and Extension Theorems
by: Oates, D. K.
Published: (1969) -
On canonical substitution tilings
by: Harriss, Edmund Orme
Published: (2004) -
A classification of toral and planar attractors and substitution tiling spaces
by: McCann, Sheila Margaret
Published: (2013)