Open Access. Powered by Scholars. Published by Universities.®
Partial Differential Equations Commons™
Open Access. Powered by Scholars. Published by Universities.®
- Discipline
-
- Ordinary Differential Equations and Applied Dynamics (41)
- Physics (41)
- Mathematics (36)
- Numerical Analysis and Computation (34)
- Analysis (31)
-
- Other Physics (24)
- Fluid Dynamics (20)
- Life Sciences (15)
- Biology (11)
- Other Applied Mathematics (10)
- Special Functions (8)
- Dynamic Systems (6)
- Computer Sciences (5)
- Control Theory (4)
- Ecology and Evolutionary Biology (4)
- Population Biology (4)
- Epidemiology (3)
- Harmonic Analysis and Representation (3)
- Medicine and Health Sciences (3)
- Public Health (3)
- Statistics and Probability (3)
- Dynamical Systems (2)
- Other Physical Sciences and Mathematics (2)
- Quantum Physics (2)
- Algebraic Geometry (1)
- Artificial Intelligence and Robotics (1)
- Education (1)
- Keyword
-
- Stability (16)
- Population (8)
- Adomian decomposition method (7)
- Caputo fractional derivative (7)
- Chemical reaction (7)
-
- Size-structure (7)
- Variational iteration method (7)
- Age-structure (5)
- Exact solutions (5)
- Heat transfer (5)
- MHD (5)
- Steady state (5)
- Convergence (4)
- First integral method (4)
- Porous medium (4)
- Reduced differential transform method (4)
- Thermal stresses (4)
- Adults (3)
- Approximate solutions (3)
- Bifurcation (3)
- Caputo derivative (3)
- Collocation method (3)
- Differential transform method (3)
- Diffusion (3)
- Eigenvalue problem (3)
- Epidemic (3)
- Exact solution (3)
- Fourier transform (3)
- Fractional calculus (3)
- Homotopy perturbation method (3)
Articles 181 - 181 of 181
Full-Text Articles in Partial Differential Equations
Remarks On The Stability Of Some Size-Structured Population Models I: Changes In Vital Rates Due To Population Only, Mohammed El-Doma
Remarks On The Stability Of Some Size-Structured Population Models I: Changes In Vital Rates Due To Population Only, Mohammed El-Doma
Applications and Applied Mathematics: An International Journal (AAM)
We consider a size-structured population model that has been studied in Calsina et al. (2003). We propose a different approach that provides direct stability results, and we correct a stability result given therein. In addition, we obtain global stability results that have not been given in Calsina et al. (2003).