Mathematical Methods in Medical and Biological Sciences

1. Fractional and fractal extensions of epidemiological models<br>2. Mathematical analysis of the COVID-19 pandemic dynamics in the emergence of resistant strains of SARS-CoV-2 in a vaccinated and non-vaccinated population: A real world scenario in most countries<br>3. A fractional study on vaccination effect to control COVID-19 epidemic<br>4. An epidemiological model on monkeypox virus and its quarantine effects<br>5. Dynamically consistent nonstandard discretization methods for some mathematical models of infectious diseases<br>6. A Comparative Study of Different Disease Incidence functions in Mathematical Modelling of Infectious Diseases<br>7. Numerical investigation of HIV infection of CD4+ T-cells via fractional Vieta-Lucas wavelets<br>8. A numerical study of fractional SIR epidemic model of infectious disease via the reproducing kernel Hilbert space metho<br>9. The numerical study for cancer model of biological science<br>10. Mathematical analysis of the non-linear dynamics of the bone mineralization<br>11. Mathematical Analysis and Computational Study of the Novel Covid-19 Model in the Presence of Nonsingular-Nonlocal Kernel<br>12. Parametric Analysis of Two Reaction-Diffusion Models Leading to Pattern Formation<br>13. Existence, uniqueness, and stability analysis results about the SIR epidemic model with fractional operator<br>14. Analysis of chaotic behavior of a fractional biological system: chaos control via a novel numerical method