Mathematical biology at an undergraduate liberal arts college
de Pillis L.; Adolph S.C.
2010
CBE Life Sciences Education
6
10.1187/cbe.10-08-0099
[No abstract available]
de Pillis L.G., Radunskaya A.E., A mathematical tumor model with immune resistance and drug therapy: An optimal control approach, J. Theor. Med, 3, pp. 79-100, (2001); Ellner S.P., Guckenheimer J., Dynamic Models in Biology, (2006); Elowitz M.B., Leibler S., A synthetic oscillatory network of transcriptional regulators, Nature, 403, pp. 335-338, (2000); Milton J.G., Radunskaya A.E., Lee A.H., Depillis L.G., Bartlett D.F., Team research at the biology-mathematics interface: Project management perspectives, CBE Life Sci. Educ, 93, pp. 316-322, (2010); BIO 2010: Transforming Undergraduate Education for Future Research Biologists, (2003); Padilla D.K., Adolph S.C., Plastic inducible morphologies are not always adaptive: The importance of time delays in a stochastic environment, Evol. Ecol, 10, pp. 105-117, (1996); van Hecke G.R., Karukstis K.K., Haskell R.C., McFadden C.S., Wettack F.S., An integration of chemistry, biology, and physics: The interdisciplinary laboratory, J. Chem. Educ, 79, pp. 837-844, (2002)
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