TY  - JOUR
UR  - https://www.scopus.com/inward/record.uri?eid=2-s2.0-78049464341&partnerID=40&md5=1e80fdeda1104f49e86e65dbf559c892
A1  - Oxley, A.
JF  - ANZIAM Journal
VL  - 51
EP  - C624
Y1  - 2009///
SN  - 14461811
N1  - cited By 1
N2  - I comment on how chaos might be defined. A sample of dynamical systems that have quasi-periodic forcing functions is then considered. The normal approach found in the literature is to start with an ordinary differential equation, change to a difference equation, and then plot a graph. The question of how to detect a strange non-chaotic attractor without the underlying ordinary differential equation is posed and some pointers are given as to a possible method of solution using statistical analysis. © Austral. Mathematical Soc. 2010.
IS  - SUPPL.
SP  - C612
TI  - Detecting the phenomenon of strange non-chaotic attractors
ID  - scholars546
AV  - none
ER  -