All Stories

  1. A novel third order integrator using polynomial–exponential–trigonometric basis functions for solving the Omicron virus model: South Africa as a case study
  2. Quantifying mpox transmission and control: A regional analysis of vaccination strategies in East Africa
  3. Analyzing the Impact of Vandalism, Hoarding, and Strikes on Fuel Distribution in Nigeria
  4. Caputo Fractional Modeling of Brain Drain Dynamics With Job Creation Effects: Applications to Nigeria, Pakistan, and Iran
  5. Analyzing the Impact of Vandalism, Hoarding, and Strikes on Fuel Distribution in Nigeria
  6. Comparative Cost-Effectiveness Analysis of Awareness and Treatment Strategies for Controlling Mpox in Diverse Epidemiological Settings
  7. Japa model: A mathematical framework for analyzing brain drain in Africa
  8. Optimal Control Model of University-PhD-Postdoc-Industry (UPPI) Migration and Unemployment
  9. Mathematical analysis and simulation of Ebola virus disease spread incorporating mitigation measures
  10. A Co-Infection Model for Onchocerciasis and Lassa Fever with Optimal Control Analysis
  11. Mathematical Modeling of Two Interacting Populations’ Dynamics of Onchocerciasis Disease Spread with Nonlinear Incidence Functions
  12. Author Correction: A nonlinear fractional epidemic model for the Marburg virus transmission with public health education
  13. A tale of two countries: Optimal control and cost-effectiveness analysis of monkeypox disease in Germany and Nigeria
  14. A nonlinear fractional epidemic model for the Marburg virus transmission with public health education
  15. Numerical solution of rotavirus model using Runge-Kutta-Fehlberg method, differential transform method and Laplace Adomian decomposition method
  16. Mathematical Modelling of Tuberculosis Outbreak in an East African Country Incorporating Vaccination and Treatment
  17. Existence, uniqueness and parameter perturbation analysis results of a fractional integro-differential boundary problem
  18. Dynamics of Age-Structure Smoking Models with Government Intervention Coverage under Fractal-Fractional Order Derivatives
  19. Mathematical model and stability analysis of university-PhD-postdoc-industry migration and unemployment in south Africa
  20. Analytic Solution of Black-Scholes-Merton European Power Put Option Model on Dividend Yield with Modified-Log-Power Payoff Function
  21. Mathematical epidemiological modeling and analysis of monkeypox dynamism with non-pharmaceutical intervention using real data from United Kingdom
  22. The Derivation of the Riemann Analytic Continuation Formula from the Euler’s Quadratic Equation
  23. Direct Solution of Black-Scholes-Merton European Put Option Model on Dividend Yield With Modified-Log Payoff Function
  24. Comparative analysis of Lotka-Volterra type models with numerical methods using residuals in Mathematica
  25. Nonlinear Interactions in Nanolattices Described by the Classical Morse, Biswas – Hamann and Modified Lennard – Jones Potentials
  26. Parameters estimation of a constrained predator prey dynamical model with incomplete data
  27. Inverse Problems of the Holling-Tanner Model Identification with Incomplete Information
  28. An Approximate Solution to Predator-prey Models Using The Differential Transform Method and Multi-step Differential Transform Method, in Comparison with Results of The Classical Runge-kutta Method
  29. Numerical Investigation on System of Ordinary Differential Equations Absolute Time Inference with Mathematica®
  30. Numerical investigation of the index of the vector field of Holling-Tanner model by the fast Fourier transform
  31. A comparative investigation of complex conjugate eigenvalues of Generalized Morse and Classical Lennard-Jones potential for metal atoms
  32. NUMERICAL INVESTIGATION OF DIFFUSIVE PREDATOR-PREY MODEL WITH APPLICATION TO ANNULAR HABITAT
  33. Inverse problem of the Holling-Tanner model and its solution
  34. A New Version of the Proof Of    n n  1 
  35. A Redefined Riemann Zeta Function Represented via Functional Equations Using the Osborne’s Rule