You are here
FRACTAL SPECTRAL MEASURES IN TWO DIMENSIONS
| Title: | FRACTAL SPECTRAL MEASURES IN TWO DIMENSIONS. |
 30 views 14 downloads |
|---|---|---|
| Name(s): |
Alrud, Bengt, Author Dutkay, Dorin, Committee Chair University of Central Florida, Degree Grantor |
|
| Type of Resource: | text | |
| Date Issued: | 2011 | |
| Publisher: | University of Central Florida | |
| Language(s): | English | |
| Abstract/Description: | We study spectral properties for invariant measures associated to affine iterated function systems. We present various conditions under which the existence of a Hadamard pair implies the existence of a spectrum for the fractal measure. This solves a conjecture proposed by Dorin Dutkay and Palle Jorgensen, in several special cases in dimension 2. | |
| Identifier: | CFE0003873 (IID), ucf:48732 (fedora) | |
| Note(s): |
2011-05-01 Ph.D. Sciences, Department of Mathematics Masters This record was generated from author submitted information. |
|
| Subject(s): |
Fractal Spectral Measure |
|
| Persistent Link to This Record: | http://purl.flvc.org/ucf/fd/CFE0003873 | |
| Restrictions on Access: | public | |
| Host Institution: | UCF |
