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A multiple devil's staircase in a discontinuous map

Authors :
Da-Ren He
Shi-Xian Qu
Shunguang Wu
Source :
Physics Letters A. 231:152-158
Publication Year :
1997
Publisher :
Elsevier BV, 1997.

Abstract

This letter reports the specific phase-locking property of a 1-d map that includes two discontinuous regions. The devil's staircase observed in the system loses monotonicity, self-similarity, and the “Farey tree rule” for description of the plateau length distribution. However this staircase is composed of many conventional devil's staircases that have all three characteristics.

Details

ISSN :
03759601
Volume :
231
Database :
OpenAIRE
Journal :
Physics Letters A
Accession number :
edsair.doi...........2e42e37ce638df119904a0477cca5975