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Details for article 3 of 5 found articles
| Title: |
Mathematical Models of Discrete Self-Similarity |
| Author: |
Borodich, F. M. |
| Appeared in: |
Mathematical and computer modelling of dynamical systems |
| Paging: | Volume 5 (1999) nr. 3 pages 245-258 |
| Year: |
1999-09 |
| Contents: |
Natural phenomena which exhibit discrete self-similarity are under consideration. Earlier, self-similarity of some non-smooth phenomena was studied using the concept of log-periodicity, however there was a gap in this field. Recently it was attempted to fill this gap by concentrating on the study of a new concept of parametric-homogeneity (PH) based on the use of discrete group of coordinate dilations. It is argued that parametric-homogeneity can be helpful in the modelling of self-similar non-smooth phenomena. Some models of natural phenomena which have PH-features are presented and some properties of PH-functions are discussed. As an example of practical usage of these functions, the phenomenon of seismic activation prior to a major earthquake is considered. |
| Publisher: |
Taylor & Francis |
| Source file: |
Elektronische Wetenschappelijke Tijdschriften |
Details for article 3 of 5 found articles
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