Items where Subject is "01 MATHEMATICAL SCIENCES > 0102 Applied Mathematics > 010204 Dynamical Systems in Applications"

Article

Kuddus, Md Abdul, McBryde, Emma S., Adekunle, Adeshina I., White, Lisa J., and Meehan, Michael T. (2021) Mathematical analysis of a two-strain disease model with amplification. Chaos Solitons and Fractals, 143. 110594.

Adekunle, Adeshina I., Meehan, Michael T., and McBryde, Emma S. (2019) Mathematical analysis of a Wolbachia invasive model with imperfect maternal transmission and loss of Wolbachia infection. Infectious Disease Modelling, 4. pp. 265-285.

Zhang, Qian, Sun, Kaiyuan, Chinazzi, Matteo, Piontti, Ana Pastore Y., Dean, Natalie E., Rojas, DIana Patricia, Merler, Stefano, Mistry, Dina, Poletti, Piero, Rossi, Luca, Bray, Margaret, Halloran, M. Elizabeth, Longini, Ira M., and Vespignani, Alessandro (2017) Spread of Zika virus in the Americas. Proceedings of the National Academy of Sciences of the United States of America, 114 (22). E4334-E4343.

Agusto, F.B., and Adekunle, A.I. (2014) Optimal control of a two-strain tuberculosis-HIV/AIDS co-infection model. BioSystems, 119. pp. 20-44.

Elmhirst, Toby, Stewart, Ian, and Doebeli, Michael (2008) Pod systems: an equivariant ordinary differential equation approach to dynamical systems on a spatial domain. Nonlinearity, 21 (7). pp. 1507-1531.

Elmhirst, Toby (2004) SN-equivalent symmetry-breaking bifurcations. International Journal of Bifurcation and Chaos in Applied Sciences and Engineering, 14 (3). pp. 1017-1036.

Elmhirst, Toby (2003) Spatio-temporal symmetries in SN- and SN×2-equivariant systems. Dynamical Systems, 18 (4). pp. 279-293.