ISSN: 2756-6684
Model: Open Access/Peer Reviewed
DOI: 10.31248/AJPS
Start Year: 2018
Email: ajps@integrityresjournals.org
https://doi.org/10.31248/AJPS2023.088 | Article Number: 90B552FF3 | Vol.5 (2) - April 2023
Received Date: 27 January 2023 | Accepted Date: 12 April 2023 | Published Date: 30 April 2023
Authors: Cornelius Ogabi , Tijani Shehu , Babatunde Idowu , Rilwan Mustapha , Olasunkanmi Kesinro* and Shu’aibu Muhammad
Keywords: Chaos control, hyperchaos, linear matrix inequalities, Lyapunov exponents, Lyapunov stability, synchronization
APA STYLE
Ogabi, C., Shehu, T., Idowu, B., Mustapha, R., Kesinro, O., & Muhammad, S. (2023). A theoretical framework for nonlinear dynamics in finance systems: Implications for stability, control and synchronization. Applied Journal of Physical Science, 5(2), 54-73.
HARVARD STYLE
Ogabi, C., Shehu, T., Idowu, B., Mustapha, R., Kesinro, O. and Muhammad, S. (2023). A theoretical framework for nonlinear dynamics in finance systems: Implications for stability, control and synchronization. Applied Journal of Physical Science, 5(2), Pp. 54-73.
VANCOUVER STYLE
Ogabi C, Shehu T, Idowu B, Mustapha R, Kesinro O & Muhammad S. A theoretical framework for nonlinear dynamics in finance systems: Implications for stability, control and synchronization. Applied Journal of Physical Science. 2023 Apr 30:5(2): 54-73.