Publications

Publications:

(13) M. D Johnston,  B Pell, D. A Rubel (2023). A two-strain model of infectious disease spread with asymmetric temporary immunity periods and partial cross-immunity. Math Biosci Eng. 2023 Aug 8;20(9):16083-16113. doi: 10.3934/mbe.2023718. PMID: 37920004.

(12) F. Delogu, S.C. Timmons, M. Weinstein, P. Jaussen, H. Al-Azary, M. Al-Hamando, L. Appleby, B. Bhattacharya, W. Bukaita, C.J. Chung, M. Cole, T. Faulkner, M. Glembocki, C.C. Harris, V. Kao, A. Kuzmanov, P. Lauren, K. Morgan-Paisley, J. Morrissette, G. Moschelli, P. Nelson, B. Pell, J. Schaefer, R. Schantz, D. Shargel, F. Siddiq, M. Zhou, J. Zwiesler-Vollick, N. Yu, H.P. Moore. A systemic transformation of an Arts and Sciences curriculum to nurture inclusive excellence of all students through course-based research experiences. Frontiers in Education, 8, 2023.

(11) B. Pell, S. Brozak, T. Phan, F. Wu, Y. Kuang. 2023. The emergence of a virus variant: dynamics of a competition model with cross-immunity time-delay validated by wastewater surveillance data for COVID-19. J. Math. Biol., 86, 63. https://doi.org/10.1007/s00285-023-01900-0. https://rdcu.be/c8IsW

(10) T. Phan, S. Brozak, B. Pell, A. Gitter, A Xiao, K. D. Mena, Y. Kuang, F. Wu, 2022. A simple SEIR-V model to estimate COVID-19 prevalence and predict SARS-1 CoV-2 transmission using wastewater-based surveillance data. Science of the Total Environment. https://doi.org/10.1016/j.scitotenv.2022.159326

(9) B. Pell, M. D Johnston, P. Nelson. A data-validated temporary immunity model of COVID-19 spread in Michigan. Mathematical Biosciences and Engineering, 2022, 19(10): 10122-10142. doi: 10.3934/mbe.2022474

(8) M. D Johnston, B. Pell, P. Nelson. A Mathematical Study of COVID-19 Spread by Vaccination Status in Virginia. Applied Sciences. 2022; 12(3):1723. https://doi.org/10.3390/app12031723

(7) M. D. Johnston and B. Pell. A Dynamical Framework for Modeling Fear of Infection and Frustration with Social Distancing in COVID-19 Spread. Mathematical Biosciences and Engineering 17 (6): 7892-7915, 2020. [PDF]

(6) T. Phan, B. Pell, A. E. Kendig, E. T. Borer, Y. Kuang. Rich dynamics of a simple delay host-pathogen model of cell-to-cell infection for plant virus. Discrete & Continuous Dynamical Systems-B, 2020. [PDF]

(5) B. Pell, A. E. Kendig, E. T. Borer, Y. Kuang. Modeling nutrient and disease dynamics in a plant-pathogen system. Math Biosci Eng. 2018;16(1):234‐264. [PDF]

(4) B. Pell, T. Phan, E. M. Rutter, G. Chowell, & Y. Kuang. Simple multi-scale modeling of the transmission dynamics of the 1905 plague epidemic in Bombay Mathematical Biosciences, 2018, 301, 83 – 92. [PDF]

(3) B. Pell, Y. Kuang, C. Viboud, &amp G. Chowell. Using phenomenological models for forecasting the 2015 Ebola challenge. Epidemics, 2018, 22, 62 – 70. [PDF]

(2) G. Chowell, D. Hincapie-Palacio, J. Ospina, et al. Using Phenomenological Models to Characterize Transmissibility and Forecast Patterns and Final Burden of Zika Epidemics. PLoS Curr. 2016. [PDF]

(1) D. J. Coffield Jr, A. M. Spagnuolo, M. Shillor, et al. A model for Chagas disease with oral and congenital transmission. PLoS One. 2013. [PDF]

Ph.D. Thesis:

Pell, B. Dynamics and Implications of Data-Based Disease Models in Public Health and Agriculture. Arizona State University, 2016.


Book Chapters:

(2)  Mallory, S., Yolaç, A., Pell, B., Crum, L., & Kiernan, J. E. (2024). Teaching to Build a Cleaner World: Developing an Interdisciplinary Humanities Certificate in Environmental Justice. In D. Frazier (Ed.), Teaching Humanities With Cultural Responsiveness at HBCUs and HSIs (pp. 186-211). IGI Global. https://doi.org/10.4018/978-1-6684-9782-1.ch009

(1) Pell B., Baez J, Phan T, Gao D, Chowell G, Kuang Y. (2016) Patch Models of EVD Transmission Dynamics. In: Chowell G., Hyman J. (eds) Mathematical and Statistical Modeling for Emerging and Re-emerging Infectious Diseases. Springer.