Pages that link to "Item:Q5880767"
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The following pages link to MATHEMATICAL MODELING AND STABILITY ANALYSIS OF THE DYNAMICS OF MONKEYPOX VIA FRACTIONAL-CALCULUS (Q5880767):
Displaying 10 items.
- \(\mathscr{ABC}\) fractional derivative for Varicella-Zoster virus using two-scale fractal dimension approach with vaccination (Q2682538) (← links)
- (Q6143141) (← links)
- Transmission dynamics of monkeypox virus with age-structured human population: a mathematical modeling approach (Q6577882) (← links)
- Modeling the dynamical behavior of the interaction of T-cells and human immunodeficiency virus with saturated incidence (Q6579573) (← links)
- A robust numerical simulation of a fractional Black-Scholes equation for pricing American options (Q6598052) (← links)
- Qualitative and quantitative analysis of vector-borne infection through fractional framework (Q6612846) (← links)
- On mathematical model of infectious disease by using fractals fractional analysis (Q6612851) (← links)
- Some results on proportional Caputo neutral fractional stochastic differential equations (Q6612853) (← links)
- Preface: Quantitative approaches in bioengineereing. I (Q6612855) (← links)
- Computational approaches on integrating vaccination and treatment strategies in the SIR model using Galerkin time discretization scheme (Q6668675) (← links)