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Long-run analysis of a perturbed HIV/AIDS model with antiretroviral therapy and heavy-tailed increments performed by tempered stable Lévy jumps

Alexandria engineering journal, 2023-09, Vol.78, p.498-516

2023

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Modeling mosquito-borne disease dynamics via stochastic differential equations and generalized tempered stable distribution

AIMS mathematics, 2024-01, Vol.9 (8), p.22454-22485

2024

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Stochastic modeling of the Monkeypox 2022 epidemic with cross-infection hypothesis in a highly disturbed environment

Mathematical biosciences and engineering : MBE, 2022-01, Vol.19 (12), p.13560-13581

2022

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Stability and Threshold of a Stochastic SIRS Epidemic Model with Vertical Transmission and Transfer from Infectious to Susceptible Individuals

Discrete dynamics in nature and society, 2018-01, Vol.2018 (2018), p.1-13

2018

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Applications of internet of things (IoT) and sensors technology to increase food security and agricultural Sustainability: Benefits and challenges

Ain Shams Engineering Journal, 2024-03, Vol.15 (3), p.102509, Article 102509

2024

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Exploring threshold dynamics of a behavioral epidemic model featuring two susceptible classes and second-order jump–diffusion

Chaos, solitons and fractals, 2024-09, Vol.186, p.115216, Article 115216

Sabbar, Yassine

2024

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Predicting potential scenarios for wastewater treatment under unstable physical and chemical laboratory conditions: A mathematical study

Results in physics, 2022-08, Vol.39, p.105717, Article 105717

2022

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Infection Eradication Criterion in a General Epidemic Model with Logistic Growth, Quarantine Strategy, Media Intrusion, and Quadratic Perturbation

Mathematics (Basel), 2022-11, Vol.10 (22), p.4213

2022

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Acute threshold dynamics of an epidemic system with quarantine strategy driven by correlated white noises and Lévy jumps associated with infinite measure

International journal of dynamics and control, 2023, Vol.11 (1), p.122-135

2023

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New Method to Investigate the Impact of Independent Quadratic α-Stable Poisson Jumps on the Dynamics of a Disease under Vaccination Strategy

Fractal and fractional, 2023-03, Vol.7 (3), p.226

2023

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Probabilistic Analysis of a Marine Ecological System with Intense Variability

Mathematics (Basel), 2022-07, Vol.10 (13), p.2262

2022

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Long-Term Bifurcation and Stochastic Optimal Control of a Triple-Delayed Ebola Virus Model with Vaccination and Quarantine Strategies

Fractal and fractional, 2022-10, Vol.6 (10), p.578

2022

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Threshold analysis of an algae-zooplankton model incorporating general interaction rates and nonlinear independent stochastic components

AIMS mathematics, 2024-01, Vol.9 (7), p.18211-18235

2024

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Enhancing epidemic modeling: exploring heavy-tailed dynamics with the generalized tempered stable distribution

AIMS mathematics, 2024-01, Vol.9 (10), p.29496-29528

2024

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Nonlinear dynamics and optimal control of a fractional order cotton leaf curl virus model incorporating climate change influences

Partial differential equations in applied mathematics : a spin-off of Applied Mathematics Letters, 2024-06, Vol.10, p.100727, Article 100727

2024

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Optimal control of a spatiotemporal SIR model with reaction–diffusion involving p-Laplacian operator

Results in physics, 2023-09, Vol.52, p.106895, Article 106895

2023

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Determining the global threshold of an epidemic model with general interference function and high-order perturbation

AIMS mathematics, 2022-01, Vol.7 (11), p.19865-19890

2022

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Nonlinear Dynamics of a General Stochastic SIR Model with Behavioral and Physical Changes: Analysis and Application to Zoonotic Tuberculosis

Mathematics (Basel), 2024-07, Vol.12 (13), p.1974

2024

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Exploring stability characteristics of the Landau–Lifshitz–Bloch equation

Partial differential equations in applied mathematics : a spin-off of Applied Mathematics Letters, 2024-03, Vol.9, p.100636, Article 100636

2024

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Dynamical bifurcation of a sewage treatment model with general higher-order perturbation

Results in physics, 2022-08, Vol.39, p.105799, Article 105799

2022

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Stationary distribution of an SIR epidemic model with three correlated Brownian motions and general Lévy measure

AIMS mathematics, 2023, Vol.8 (1), p.1329-1344

2023

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New method to obtain the acute sill of an ecological model with complex polynomial perturbation

Mathematical methods in the applied sciences, 2023-01, Vol.46 (2), p.2455-2474

2023

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A general chemostat model with second-order Poisson jumps: asymptotic properties and application to industrial waste-water treatment

AIMS mathematics, 2023-01, Vol.8 (6), p.13024-13049

2023

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Dynamic characterization of a stochastic SIR infectious disease model with dual perturbation

International journal of biomathematics, 2021-05, Vol.14 (4), p.2150016

2021

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Ergodic Stationary Distribution of a Stochastic Hepatitis B Epidemic Model with Interval-Valued Parameters and Compensated Poisson Process

Computational and mathematical methods in medicine, 2020, Vol.2020 (2020), p.1-12

2020

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Long-run analysis of a perturbed HIV/AIDS model with antiretroviral therapy and heavy-tailed increments performed by tempered stable Lévy jumps

Modeling mosquito-borne disease dynamics via stochastic differential equations and generalized tempered stable distribution

Stochastic modeling of the Monkeypox 2022 epidemic with cross-infection hypothesis in a highly disturbed environment

Stability and Threshold of a Stochastic SIRS Epidemic Model with Vertical Transmission and Transfer from Infectious to Susceptible Individuals

Applications of internet of things (IoT) and sensors technology to increase food security and agricultural Sustainability: Benefits and challenges

Exploring threshold dynamics of a behavioral epidemic model featuring two susceptible classes and second-order jump–diffusion

Predicting potential scenarios for wastewater treatment under unstable physical and chemical laboratory conditions: A mathematical study

Infection Eradication Criterion in a General Epidemic Model with Logistic Growth, Quarantine Strategy, Media Intrusion, and Quadratic Perturbation

Acute threshold dynamics of an epidemic system with quarantine strategy driven by correlated white noises and Lévy jumps associated with infinite measure

New Method to Investigate the Impact of Independent Quadratic α-Stable Poisson Jumps on the Dynamics of a Disease under Vaccination Strategy

Probabilistic Analysis of a Marine Ecological System with Intense Variability

Long-Term Bifurcation and Stochastic Optimal Control of a Triple-Delayed Ebola Virus Model with Vaccination and Quarantine Strategies

Threshold analysis of an algae-zooplankton model incorporating general interaction rates and nonlinear independent stochastic components

Enhancing epidemic modeling: exploring heavy-tailed dynamics with the generalized tempered stable distribution

Nonlinear dynamics and optimal control of a fractional order cotton leaf curl virus model incorporating climate change influences

Optimal control of a spatiotemporal SIR model with reaction–diffusion involving p-Laplacian operator

Determining the global threshold of an epidemic model with general interference function and high-order perturbation

Nonlinear Dynamics of a General Stochastic SIR Model with Behavioral and Physical Changes: Analysis and Application to Zoonotic Tuberculosis

Exploring stability characteristics of the Landau–Lifshitz–Bloch equation

Dynamical bifurcation of a sewage treatment model with general higher-order perturbation

Stationary distribution of an SIR epidemic model with three correlated Brownian motions and general Lévy measure

New method to obtain the acute sill of an ecological model with complex polynomial perturbation

A general chemostat model with second-order Poisson jumps: asymptotic properties and application to industrial waste-water treatment

Dynamic characterization of a stochastic SIR infectious disease model with dual perturbation

Ergodic Stationary Distribution of a Stochastic Hepatitis B Epidemic Model with Interval-Valued Parameters and Compensated Poisson Process

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