This material is based upon work supported by the National Science Foundation under Grant No. 0354008.
This material is based upon work supported by the National Science Foundation under Grant No. 0354008.
- S. Avsec*, B. Bannish*, B. Johnson*, and Scott Meckler*, The Henstock-Kurzweil Delta Integral on Unbounded Time Scales, PanAmerican Mathematical Journal, 16 (2006) pp. 77-98.
- A. Deines*, E. Peterson*, D. Boeckner*, J. Boyle*, A. Keighley*, J. Kogut*, J. Lubben, R. Rebarber, R. Ryan*, B. Tenhumberg, S. Townley, and A.J. Tyre, Guaranteeing Population Growth Under Uncertainty for Structured Population Models, accepted to Ecological Applications.
- J. Lubben, A. Keighley*, A. Deines*, E. Peterson*, D. Boeckner*, J. Boyle*, J. Kogut*, R. Rebarber, R. Ryan*, B. Tenhumberg, and A.J. Tyre, A New Approach to Cheetah Conservation: Headstarting Using a Matrix Model (in progress).
This material is based upon work supported by the National Science Foundation under Grant No. 0354008.
- A. Bishop*, G. Hines, K. Loupe*, and J. Radcliffe, The Evolution of Cooperation in Finite, Growing Populations (in progress)
- B. Deng, I. Loladze, V. Ufimtsev*, M. Wilson*, Modeling Tumor Growth And Chemotherapy Dynamics (in progress)
- A. Gray*, D. Lovit*, S. Spriggs*, Oscillation Theorems for a Self-Adjoint Dynamic Equation on Time Scales, PanAmerican Mathematical Journal, 15 (2005), pp. 49-64.
This material is based upon work supported by the National Science Foundation under Grant No. 0139499.
- J. Azzam*, G. Bartels, B. Carlstrom, I. Grooms*, K. Hays*, and G. Norgard*, A Nonstandard Fourier Inequality, The Rose-Hulman Journal of Undergraduate Mathematics, 6 1 (2005).
- B. Deng, S. Jesse*, G. Ledder, A. Rand*, S. Srodulski*, Biological Control Does Not Imply Paradox--A Case Against Ratio-Dependent Models, to appear in J. Mat. Bios., 2006.
- E. Green*, The effect of a "Smart" Predator in a One Predator, Two Prey System, The Rose-Hulman Journal of Undergraduate Mathematics, 5, 2 (2004).
- E. Merrell*, R. Ruger*, and J. Severs*, First-Order Recurrence Relations on Isolated Time Scales, PanAmerican Journal of Mathematics, 14, 1 (2004) pp. 83-104.
This material is based upon work supported by the National Science Foundation under Grant No. 0139499.
- B. Bockelman*, E. Green*, L. Lippitt*, and J. Sherman*, Long Term Dynamics or Two Three-Species Food Webs, The Rose-Hulman Journal of Undergraduate Mathematics, 4, 2, (2003), 28 pages.
- B. Bockelman*, B. Deng, Food Web Chaos Without Subchain Oscillators, International Journal of Bifurcation and Chaos [in Applied Sciences and Engineering], 15, 11 (2005), pp. 3481-3492.
- C. Flake*, T. Hoang*, E. Perrigo*, A Predatory-Prey Model with Disease Dynamics, The Rose-Hulman Journal of Undergraduate Mathematics, 4, 1, (2003).
- S. Huff*, G. Olumolade*, N. Pennington*, and A. Peterson, Oscillation of an Euler-Cauchy Dynamic Equation, Proceedings of the fourth international conference on dynamical systems and differential equations, edited by W. Feng, S. Hu, and X. Lu, Discrete and Continuous Dynamic Equations, A Supplement Volume (2003) pp. 423-431.
- B. Bockelman*, B. Deng, E. Green*, G. Hines, L. Lippitt*, J. Sherman*, Chaotic Coexistence in a Top-Predator Mediated Competitive Exclusive Web, J. Dynamical Systems and Differential Equations, 16 (2004), pp. 1062-1092.