Yazar "Koca, İlknur" için listeleme
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Analysis of a COVID-19 model with nonlocal and stochastic behaviors
Koca, İlknur; Atangana, Abdon (TAYLOR & FRANCIS LTD, 2022)Systems of nonlinear ordinary differential equations have been employed to model complex behaviors arising in many real-world problems including epidemiology, biology, and many others. Many chaotic behaviors have been ... -
The effect of fractional order mathematical modelling for examination of academic achievement in schools with stochastic behaviors
Uzun, Pelin Yaprakdal; Uzun, Kıvanç; Koca, İlknur (Balikesir University, 2023)Academic achievement is very important, as it enables students to be well-equipped for professional and social life and shapes their future. In the case of a possible academic failure, students generally face many cognitive, ... -
Financial model with chaotic analysis
Koca, İlknur (Elsevier B.V., 2023)Recently, it was proposed to use a brand-new set of nonlinear ordinary differential equations. The system aims to represent chaotic financial activities. Such a system was taken into consideration for various analyses in ... -
Fractional stochastic sır model
Alkahtani, Badr Saad T.; Koca, İlknur (Elsevier B.V., 2021)Stochastic and fractional differentiation have been developed independently to depicting processes following randomness and power, a declining memory and passage from one process to another respectively. Very recently, ... -
Modeling the Spread of Tuberculosis with Piecewise Differential Operators
Atangana, Abdon; Koca, İlknur (TECH SCIENCE PRESS, 2021)Very recently, a new concept was introduced to capture crossover behaviors that exhibit changes in patterns. The aim was to model real-world problems exhibiting crossover from one process to another, for example, randomness ... -
New analysis and application of fractional order Schrodinger equation using with Atangana-Batogna numerical scheme
Akçetin, Eyüp; Koca, İlknur; Kılıç, Muhammet Burak (Wiley, 2020)In this work, an analytical approximation to the solution of Schrodinger equation has been provided. The fractional derivative used in this equation is the Caputo derivative. The existence and uniqueness conditions of ... -
Theoretical and numerical analysis of a chaotic model with nonlocal and stochastic differential operators
Koca, İlknur; Atangana, Abdon (RAMAZAN YAMAN, 2023)A set of nonlinear ordinary differential equations has been considered in this paper. The work tries to establish some theoretical and analytical insights when the usual time-deferential operator is replaced with the Caputo ...
