Refereed Publications

1.     Capobianchi, M., Cangelosi, R. A., McGah, P. (2021) Heat Transfer in Fully Developed, Laminar Flows of Dissipative Pseudo-plastic and Dilatant Fluids in Circular Conduit. Journal of Heat Transfer, 143(3): 031801 (13 pages)

2.      Cangelosi, R. A., Schwartz, E., & Wollkind, D. J. (2018) A quasi-steady-state approximation to the basic viral dynamics model with a noncytopathic effect. Front. Microbiol. 9:54, doi: 10.3389/fmicb.2018.000542018

3.      Davis, M. G., Wollkind, D. J., Cangelosi, R. A., & Kealy-Dichone, B. J. (2018) The behavior of a population interaction-diffusion equation in its subcritical regime. Involve: A Journal of Mathematics, 11(2), 297–309

4.      Chaiya, I., Wollkind, D. J., Cangelosi, R. A., Kealy-Dichone, B. J., & Rattanakul (2015) Vegetative rhombic pattern formation driven by root suction for an interaction-diffusion plant-ground water model system in an arid environment. American Journal of Plant Science, 6(8),1278-1300

5.      Kealy-Dichone, B., Wollkind, D.J., Cangelosi, R. A. (2015) Rhombic analysis extension of a plant-surface water interaction-diffusion model for hexagonal pattern formation in an arid flat environment. American Journal of Plant Science, 6(8), 1256-1277

6.      Cangelosi, R. A., Wollkind, D. J., Kealy-Dichone, B. J., Chaiya, I. (2015) Nonlinear Turing patterns for a mussel-algae model, J. Math. Biol. 70, 1249-1294

7.      Cangelosi, R. A., Olson, J., Madrid, S., Cooper, S., & Hartter, B. (2013) The negative sign and exponential expressions: Unveiling students' persistent errors and misconceptions. Journal of Mathematical Behavior, 32(1), 69-82

8.      Schwartz, E. J., Pawelek, K. A., Harrington, K., Cangelosi, R. A., & Madrid, S. A. (2013) Immune Control of Equine Infectious Anemia Virus Infection by Cell-Mediated and Humoral Responses. Applied Mathematics, 4, 171-177

9.      Cangelosi, R., Goriely, A. (2007) Component retention in principal component analysis with application to cDNA microarray data. Biol Direct 2, 2.