Browsing by Author "Issaka, Ibrahim"

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    Using the Logistic Map as Compared to the Cubic Map to Show the Convergence and the Relaxation of the Period–1 Fixed Point
    (Hindawi, 2022-07) Asamoah, Joshua Kiddy K.; Mensah, Patrick Akwasi Anamuah; Obeng-Denteh, William; Issaka, Ibrahim; Gyamfi, Kwasi Baah; 0000-0002-7066-246X
    point of a system, speci cally, the period—1 xed point. e study has shown that the period—1 xed point of a logistic map as a recurrence has its convergence at a transcritical bifurcation having its power-law t with exponent ­ − 1 when 1 and 0. e cubic map shows its convergence to the xed point at a pitchfork bifurcation decaying at a power law with exponent ­ − (1/2) 1 and 0. However, the system shows their relaxation time at the same power law with exponents and z − 1.