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Mathematical and Computational Modeling of Phenomena Arising in Population Biology and Nonlinear Oscillations

About this Title

Abba Gumel, University of Maryland, College Park, MD, Editor

Publication: Contemporary Mathematics
Publication Year: 2024; Volume 793
ISBNs: 978-1-4704-7104-0 (print); 978-1-4704-7606-9 (online)
DOI: https://doi.org/10.1090/conm/793

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Table of Contents

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Front/Back Matter

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Articles

• Roumen Anguelov and Jean M.-S. Lubuma – A second-order nonstandard finite difference scheme and application to a model of biological and chemical processes
• Manh Tuan Hoang – A generalized nonstandard finite difference method for a class of autonomous dynamical systems and its applications
• Fawaz K. Alalhareth, Madhu Gupta, Hristo V. Kojouharov and Souvik Roy – Higher-order modified nonstandard finite difference methods for autonomous dynamical systems
• Hermann J. Eberl – A simple NSFD inspired method for Monod kinetics with small half saturation constants in the chemostat setting
• Michael Chapwanya and Phindile Dumani – Dynamics preserving nonstandard finite difference scheme for a microbial population model incorporating environmental stress
• Treena S. Basu, Ron Buckmire, Zaheer Coovadia, Mayra Diaz, David A. Iniguez and Alexandra Scott – Using unity approximations to construct nonstandard finite difference schemes for Bernoulli differential equations
• C. L. Shimp, J. V. Lambers and P. M. Jordan – On the structure and evolution of poroacoustic solitary waves: Finite-time gradient catastrophe under the Darcy–Jordan model
• Cui-Cui Ji and Weizhong Dai – A fractional-order equation and its finite difference scheme for approximating a delay equation
• Laura F. Strube and Lauren M. Childs – Multistability in a discrete-time SI epidemic model with Ricker growth: Infection-induced changes in population dynamics
• Jemal Mohammed-Awel and Abba B. Gumel – A genetic-epidemiology modeling framework for malaria mosquitoes and disease
• M. Adrian Acuña-Zegarra, Mario Santana-Cibrian, Carlos E. Rodriguez Hernandez-Vela, Ramsés H. Mena and Jorge X. Velasco-Hernández – A retrospective analysis of COVID-19 dynamics in Mexico and Peru: Studying hypothetical changes in the contact rate
• Gustavo Morais Rodrigues Costa, Marcelo Lobosco, Matthias Ehrhardt and Ruy Freitas Reis – Mathematical analysis and a nonstandard scheme for a model of the immune response against COVID-19
• Alexander Fulk and Folashade B. Agusto – Effects of rising temperature and prescribed fire on Amblyomma Americanum with ehrlichiosis
• Elena N. Naumova, Maryam B. Yassai, Jack Gorski and Yuri N. Naumov – Modeling T-cell repertoire response to a viral infection with short immunity
• Sandra A. Rucker – Geometric approach to the construction of Leah-type periodic functions: Basic and analytic properties
• Isom H. Herron – Discursion on a paper of R. E. Mickens and J. E. Wilkins, Jr.