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  1. Notes-Compartment models

    24 Jun 2015 | Contributor(s):: M. Blomhøj, T> H. Kjeldsen, J. Ottesen

     Blomhøj, M., T.H. Kjeldsen, and J. Ottesen. 2014. Compartment models.  North Carolina State University.  47 pp. http://www4.ncsu.edu~msolufse/Compartmentmodels.pdf . Accessed 15 June 2015.From the Introduction"Compartment models are often used to describe transport of...

  2. On some models based on second order differential equations

    22 Jun 2015 | Contributor(s):: R. B. Ogunrinde, J. Sunday

    Ogunrinde, R. B. and J. Sunday. 2012 On some models based on second order differential equations. American Journal of Scientific and Industrial Research. 3(5): 288-291.Article Abstract:  This paper presents some models based on second order differential equations. Such models include...

  3. Notes-Qualitative Analysis of Differential Equations

    22 Jun 2015 | Contributor(s):: Alexander Panfilov

    Panfilov, Alexander. 2010. Qualitative Analysis of Differential Equations. 2010. Theoretical Biology, Utrecht University. http://www-binf.bio.uu.nl/panfilov/bioinformatica/bioinf10.pdf . Accessed 22 June 2015.This is a set of notes with derivations, motivating illustrations, exercises, and some...

  4. Notes-Mathematical Modeling and Ordinary Differential Equations

    22 Jun 2015 | Contributor(s):: I-Liang Chern

    Chern, I-Liang. 2008. Mathematical Modeling and Ordinary Differential Equations. Notes. Department of Mathematics, National Taiwan University.  http://scicomp.math.ntu.edu.tw/wiki/images/c/c0/Chern_ode.pdf . Accessed 22 June 2015.This a set of notes using Maple and tied to a version of...

  5. Authentic sources for teaching logistic growth

    22 Jun 2015 | Contributor(s):: Kristian Danielsen-1, Henrik Kragh Sørensen-2

    Kristian Danielsen and Henrik Kragh Sørensen, Randers Statsskole, Denmark, Centre for Science Studies, Aarhus Univeristy, Denmark. 2014.  Using authentic sources in teaching logistic growth: A narrative design perspective. Presented at “7th European Summer University on the...

  6. Combat Modeling witih Partial Differential Equations

    22 Jun 2015 | Contributor(s):: V. Protopopescu et al.

    V. Proropopescu, R. T. Santoro, J. Dockery, R. L. Cox, and J. M. Barnes. 1997. Oak Ridge National Laboratories, Oak Ridge TN 37831 USA.This is a 66 page monograph on creating combat modeling using partial differential equations. The general notions of diffusion and the resulting diffusion...

  7. Traffic Flow Modeling Using Second Order Ordinary Differential Equations

    22 Jun 2015 | Contributor(s):: Mark McCartney

    Mark McCartney.2004. Keep your distance! using second-order ordinary differential equations to model traffic flow. International Journal of Mathematical Education in Science and Technology. 35(4): 588-596,Article Abstract: A  simple  mathematical  model  for  how ...

  8. Bioeconomic modelling of a prey predator system using differential algebraic equations

    21 Jun 2015 | Contributor(s):: T. K. Kar, Kunal Chakraborty

    T. K. Kar and Kunal Chakraborty. 2010. Bioeconomic modelling of a prey predator system using differential algebraic equations. International Journal of Engineering, Science and Technology . 2(1): 13-34Article Abstract: We propose a biological economic model based on prey-predator dynamics where...

  9. Browsing Your Way to Better Teaching

    31 May 2015 | Contributor(s):: Brian Winkel

    We describe the use of browsing and searching (in libraries, on-line, inside sources, at meetings, in abstracts, etc.) as a way to stimulate the teacher of undergraduate mathematics, specifically in differential equations. The approach works in all other areas of mathematics. Browsing...

  10. Population Modeling with M and M's

    30 May 2015 | Contributor(s):: Brian Winkel

    Several activities in which population dynamics can be modeled by tossing M&M’s® candy are presented. Physical activities involving MandM’s can be modeled by difference equations and several population phenomena, including death and immigration, are studied.