Ecology 87, 1086–1093 (2006)Ĭarroll, G., et al.: A review of methods for quantifying spatial predator-prey overlap. Ryall, K.L., Fahrig, L.: Response of predators to loss and fragmentation of prey habitat: a review of theory. Silva, J.G., Ribeiro, A.C., Camargo, R.F., Mancera, P.F., Santos, F.L.: Stability analysis and numerical simulations via fractional calculus for tumor dormancy models. International scholarly research notices, 2014 (2014)Ĭhivers, D.P., Smith, R.J.F.: Chemical alarm signalling in aquatic predator-prey systems: a review and prospectus. & Ahmad, N.: On study of immune response to tumor cells in prey-predator system. Wilkie, K. P.: A review of mathematical models of cancer-immune interactions in the context of tumor dormancy. 1–20 (2021)īriggs, C.J., Hoopes, M.F.: Stabilizing effects in spatial parasitoid-host and predator-prey models: a review. Mathematical modeling and mechanisms of pattern formation in ecological systems: a review. Orth, R.J., Heck, K.L., van Montfrans, J.: Faunal communities in seagrass beds: a review of the influence of plant structure and prey characteristics on predator-prey relationships. Sun, G.-Q.: Mathematical modeling of population dynamics with Allee effect. et al.: Tumor dormancy as a result of simple competition between tumor cells and cytolytic effector cells. Beddington, J., Free, C., Lawton, J.: Dynamic complexity in predator-prey models framed in difference equations.
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