Centre Publications

  1. Babak, P., He, F. (2009). A Neutral Model of Edge Effects. Theoretical Population Biology. 75(1): 76-83.
  2. Babak, P., He, F. (2008). Species abundance distribution and dynamics in a subdivided landscape.  Journal of Theoretical Biology, 253:739-748.
  3. Babak, P. (2008). Boundary-value problem for density-velocity model of collective motion of organisms. Journal of Mathematical Analysis and Applications, 345(1): 258-275.
  4. Bampfylde C.J., Bobeldyk A.M., Peters J.A., Keller R.P., McIntosh C. (2009). A case study on rusty crayfish: Interactions between empiricists and theoreticians. In Keller R.P., Lodge D.M., Lewis M.A. & Shogren, J.F. (eds.), Bioeconomics of invasive species: Integrating ecology, economics, policy and management, pp 226-243. Oxford University Press.
  5. Bernhard, P. Hamelin, F. (2009). Two-by-two static, evolutionary and dynamic games. In Y. Bertot, G. Huet, J.-J. Levy, G. Plotkin (Eds), From Semantics to Computer Science: Essays in Honor of Gilles Kahn (Ch.20, pp. 452-474). Cambridge University Press.
  6. Cobbold, C.A., Roland, J., Lewis, M.A. (2009). Early parasitoid emergence exacerbates outbreaks of the host population: Consequences for the forest tent caterpillar and host parasitoid cycles.  Theoretical Population Biology, 75(2-3): 201-215
  7. Connors, B., Krkosek,M. & Dill, L. (2008). Sea lice escape predation on their host. Biology Letters. 4(5):455-457.
  8. Dawes, A.T. (2009). A mathematical model of a-catenin dimerization at adherens junctons in polarized epithelial cells. Journal of Theoretical Biology, 257(3): 480-488.
  9. de Camino-Beck, T.,  Lewis, M.A., and van den Driessche, P. (2009). Graph-theoretic method for the basic reproduction number in continuous time epidemiological models. Journal of Mathematical Biology, 59(4): 503-516
  10. de Camino Beck, T., Lewis, M.A. (2008). Net reproductive rate and the timing of reproductive output. American Naturalist. 172(1): 128-39.
  11. Eftimie, R., de Vries, G., Lewis, M.A. (2009). Weakly nonlinear analysis of a hyperbolic model for animal group formation. Journal of Mathematical Biology, 59(1): 37-74
  12. Hadeler, K.P., Hillen, T.J., Lewis, M.A. (2010) Biological modeling with quiescent phases. In Cantrell, S. Cosner, C., and Ruan, S., eds., Lecture notes in Computer Science. CRC Press.
  13. Hilker, FM, Schmitz K (2008) Disease-induced stabilization of predator-prey oscillations. Journal of Theoretical Biology. 255(3): 299-306.
  14. Hilker, FM, Langlais M, Malchow H (2009) The Allee effect and infectious diseases: extinction, multistability, and the (dis-)appearance of oscillations. American Naturalist, 173(1): 72-88.
  15. Hurford, A. (2009). GPS measurement error gives rise to spurious 1800 turning angles and strong directional biases in animal movement data.  PLoS ONE. May, 4(5): 1-10.
  16. Jerde, C.L, Bampfylde, C.J., Lewis, M.A. (2009). Chance establishment for sexual, semelparous species: Overcoming the Allee effect.  American Naturalist,  173(6): 734-746
  17. Keller, R.P., Lodge, D.M, Lewis, M.A., Shogren, J.F., eds. (2009). Bioeconomics of Invasive Species: Integrating Ecology, Economics and Management. Oxford University Press, Inc.
  18. Keller, R.P., Lewis, M.A., Lodge, D.M., Shogren, J.F., Krkošek, M. (2009). Putting bioeconomic research into practice.  In R.P Keller, D.M. Lodge, M.A. Lewis and J.F. Shogren, (eds.), Bioeconomics of Invasive Species: Integrating Ecology, Economics and Management, pp 266-284. Oxford University Press.
  19. Khassehkan, H., Eberl, H.J., Hillen, T.J. (2009) A nonlinear master equation for a degenerate diffusion model of biofilm growth. In Allen, G., Lecture Notes in Computer Science / Theoretical Computer Sci # 5544: Computational Science, pp 735-744. Springer Berlin / Heidelberg.
  20. Krkosek, M. (2009). Sea lice and salmon in Pacific Canada: Ecology and policy. Frontiers in Ecology and the Environment, 8(4): 201-209
  21. Krkošek, M., Morton, A., Volpe, J.P., Lewis, M.A. (2009). Sea lice and salmon population dynamics: Getting exposure time right for migratory fish. Proceedings of the Royal Society of London B, 276(1668): 2819-2828
  22. Krkošek, M., Lewis, M. A. (2009). An R0 theory for source-sink dynamics with applications to Dreissena competition. Theoretical Ecology, 3(1): 25-43
  23. Krkošek, M., Ford, J.S., Morton, A., Lele, S., Lewis, M.A. (2008). Response to Comment on “Declining wild salmon populations in relation to parasites from farm salmon.” Science, 322(5909):1790c
  24. Krkošek, M., Ford, J., Morton, A., Lele, S., Lewis, M.  (2008). Sea lice and pink salmon declines: response to Brooks and Jones. Reviews in Fisheries Science. 16(4):413-420.
  25. Kuzyk, G.W., Cool, N.L., Bork, E.W., Bampfylde, C., Franke, A. and Hudson, R.J. (2009). Estimating Economic Carrying Capacity for an Ungulate Guild in Western Canada. The Open Conservation Biology Journal, 3:24-35.
  26. Lee, J.M., Hillen, T., Lewis, M.A. (2009). Pattern formation in prey-taxis systems. Journal of Biological Dynamics, 3(6): 551-573
  27. Lee, J.M., Hillen, T., Lewis, M.A. (2008).  Continuous travelling waves for Prey-taxis. Bulletin of Mathematical Biology. 70(3):654-676 .
  28. Lewis, M.A., Nelson, W., Xu, C. (in press). A Structured Threshold Model for Mountain Pine Beetle Outbreak. Bulletin of Mathematical Biology, 72(3): 565–589
  29. Lewis, M.A., Potapov, A.B., Finnoff, D.C. (2009). Modeling integrated decision-making responses to invasive species. In Keller, R.P., Lodge, D.M., Lewis, M.A., & Shogren, J.F., eds., Bioeconomics of invasive species: Integrating ecology, economics and management, pp 180-204. Oxford University Press.
  30. Lewis, M.A., Chaplain, M.A.J., Keener, J.P., Maini, P.K. (2009). Mathematical Biology. Institute for Advanced Study/Park City Mathematics Institute, Vol.14.
  31. Li, B., Lewis M.A, and Weinberger, H.F. (2009). Existence of traveling waves for integral recursions with nonmonotone growth functions. Journal of Mathematical Biology, DOI 10.1007/s00285-008-0175-1.
  32. Lodge, D.M., Lewis, M.A., Shogren, J.F., Keller, R.P. (2009). Introduction to biological invasions: Biological, economic, and social perspectives.  In  R.P Keller, D.M. Lodge, M.A. Lewis and J.F. Shogren, (eds.), Bioeconomics of Invasive Species: Integrating Ecology, Economics and Management, 1-24. Oxford University Press.
  33. McKenzie, H.W., Lewis, M.A., Merrill, E.H. (2009). First passage time analysis of animal movement and insights into the functional response. Bulletin of Mathematical Biology, 71(1): 107-129.
  34. McKenzie, H., Jerde, C., Visscher, D.R., Merrill, E.H., Lewis, M.A. (2009). Inferring linear feature use in the presence of GPS measurement error. Environmental & Ecological Statistics. DOI 10.1007/s10651-008-0095-7.
  35. Molnar, P.K, Derocher, A.E., Lewis, M.A. Taylor, M.A. (2008). Modeling the mating system of polar bears - a mechanistic approach to the Allee effect. Proceedings of the Royal Society of London B. 275: 217-226.
  36. Molnar, P.K, Klanjscek, T., Derocher, A., Obbard, M.E., Lewis, M.A. (2009). A body composition model to estimate mammalian energy stores and metabolic rates from body mass and body length, with application to polar bears. Journal of Experimental Biology, 212: 2313-2323.  DOI: 10.1242/jeb.026146.
  37. Molnar, P.K. (2009). Modelling future impacts of climate change and harvest on the reproductive success of female polar bears (Ursus maritimus).  PhD Thesis, U of Alberta.
  38. Morton, A., R. Routledge, & Krkosek, M. (2008). Sea lice infestation of juvenile salmon and herring associated with fish farms off the east central coast of British Columbia. North American Journal of Fisheries Management. 28: 523-532.
  39. Nelson, W.A., Lewis, M.A. (2008). Connecting host physiology to host resistance in the conifer-bark beetle system. Theoretical Ecology. 1(3): 163-177.
  40. Nelson, W.A., Potapov, A., Lewis, M.A., Hundsdorfer, A., He, F. (2008). Balancing ecological complexity in predictive models: A reassessment of risk models in the mountain pine beetle. Journal of Applied Ecology. 45:248-257.
  41. Norris, S.P., Macnab, J.S., Wonham, M. and de Vries, G. (2009). Using adapted primary literature in mathematical biology to teach scientific and mathematical reasoning in high school. Research In Science Education 39:321-329.
  42. O’Rourke, F., McAnenay, H., Hillen, T.J. (2009). Linear quadratic and tumour control probability modelling in external beam radiotherapy. Journal of Mathematical Biology, 58:700-817.
  43. Pineda-Krch M., O’Brien J., Thunes C., and Carpenter, T.E. (2009). Potential impact of an introduction of foot-and-mouth disease from wild pigs into commercial livestock premises in California. In Press, American Journal of Veterinary Research (AJVR).
  44. Svanbäck R., Pineda-Krch, M. & Doebeli, M. (2009). Fluctuating population dynamics promotes the evolution of phenotypic plasticity.  American Naturalist 174:176–189. DOI:10.1086/600112
  45. Potapov, A.B., Lewis, M.A. (2008). Allee effect and control of lake system invasion. Bulletin of Mathematical Biology. 70:1371-1397.
  46. Potapov, A. (2009). Stochastic model of lake system invasion and its optimal control: neurodynamic programming as a solution method. Natural Resource Modelling. 22(2):257-288.

As of June 30, 2009, there were 11 submitted manuscripts.