Kocamaz, Ugur ErkinUyaroglu, YilmazCagil, GultekinTorkul, OrhanRuiz, IRGarcia, GR2024-08-152024-08-152014-01-01978-84-15814-97-9https://hdl.handle.net/11452/44068Bu çalışma, 25-27, Haziran 2014 tarihlerinde Granada[İspanya]’da düzenlenen 1. International Work-Conference on Time Series (ITISE) Kongresi‘nde bildiri olarak sunulmuştur.In this paper, non-identical synchronization of chaotic finance systems is investigated. There are two different chaotic finance systems. They are described from their formulas; time series and phase space portraits are given graphically. Synchronization between them utilizes some benefits to economic advantages on account of acquiring the same interest rate, investment demand and price index. In order to synchronize these chaotic finance systems, active control method is proposed. Lyapunov function is used to ensure the asymptotic stability of error system. Simulation results are shown in figures to validate the synchronization between two different chaotic finance systems.eninfo:eu-repo/semantics/closedAccessChaotic finance systemsActive controlChaos synchronizationSocial sciencesScience & technologyPhysical sciencesEconomicsMathematics, interdisciplinary applicationsSocial sciences, mathematical methodsStatistics & probabilityBusiness & economicsMathematicsMathematical methods in social sciencesProceedings Paper000359136600027250259