20 Apr 2026Open access
Fractional-order modeling of HIV/AIDS dynamics in the working-class population using the ABC operatorPublisher siteBMC Infectious Diseases, Fractional Differential Equations Solutions
UniversitiesChernet Tuge Deressa
Active, last published 2026
Chernet Tuge
Deressa
Scholar“Research profile drawn from open scholarly records.”
Jimma University
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01 · About the work
What I study
research summary for Chernet Tuge Deressa will appear here once their profile is updated.
02 · Reach
Publication output and reach
Chernet's work has been cited 23 times across 3 active years. Bars show publications per year; the line shows cumulative citation totals across publications first appearing in each year.
04 · Where I am
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Affiliation on published researchJimma UniversityDrawn from the institution listed on this researcher’s published work.
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05 · Selected work
Recent publications
7 works9 Dec 2025Open access2cites
Mathematical modeling and neural network based fitting of HIV/AIDS data in the workingclass population case study from EthiopiaPublisher siteScientific Reports, HIV/AIDS Impact and Responses
16 Sept 2025Open access2cites
Piecewise combination of fractional and stochastic mathematical modeling to analyses the effect of HIV/AIDS on working-class populationPublisher siteDiscover Public Health, Fractional Differential Equations Solutions
18 Jun 2025Open access7cites
A novel ABC fractional-order mathematical model for malaria transmission dynamics incorporating treatment-seeking behaviorPublisher sitePLoS ONE, Fractional Differential Equations Solutions
21 Mar 2025Open access5cites
A mathematical modeling and optimal control analysis of the effect of treatment-seeking behaviors on the spread of malariaPublisher siteFrontiers in Applied Mathematics and Statistics, Mathematical and Theoretical Epidemiology and Ecology Models
18 Dec 2024Open access2cites
A systematic review of age-structured malaria transmission models (2019–2024)Publisher siteFrontiers in Applied Mathematics and Statistics, Mosquito-borne diseases and control
1 Jan 2024Open access5cites
ON THE CHAOTIC NATURE OF A CAPUTO FRACTIONAL MATHEMATICAL MODEL OF CANCER AND ITS CROSSOVER BEHAVIORSPublisher siteFractals, Fractional Differential Equations Solutions
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