Tags: population

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  1. 2018-WinkleEtAl-ModelingMechanicalInteractionsInGrowingPopulationsBacteria.pdf

    01 Apr 2020 | Contributor(s):: Brian Winkel

    2018-WinkleEtAl-ModelingMechanicalInteractionsInGrowingPopulationsBacteria.pdfWINKLE,JAMES J. , OLEG IGOSHIN, MATTHEW R. BENNETT, KREŠIMIR JOSIC,AND WILLIAM OTT. 2018. MODELING MECHANICAL INTERACTIONS IN GROWING POPULATIONS OF ROD-SHAPED BACTERIA. Phys. Biol. 14(5):...

  2. 1977-Freedman-Mathematical models of population interactions with dispersal. I Stability of two habitats

    01 Apr 2020 | Contributor(s):: Brian Winkel

    1977-Freedman-Mathematical models of population interactions with dispersal. I Stability of two habitatsFREEDMAN, H. I. AND PAUL WALTMAN, 1977. MATHEMATICAL MODELS OF POPULATION INTERACTIONS WITHDISPERSAL. I: STABILITY OF TWO HABITATS WITH AND WITHOUTA PREDATOR.  SIAM J....

  3. 2018-Reed-Mathematical Models of Mosquito Populations

    24 Mar 2020 | Contributor(s):: Brian Winkel

    2018-Reed-Mathematical Models of Mosquito PopulationsReed, Hanna. 2018. Mathematical Models of Mosquito Populations. University of Central Florida.Honors Theses. 38 pp.ABSTRACTThe intent of this thesis is to develop ordinary differential equation models to better understandthe...

  4. 2017. Rosario-Mathematical-Model-for-Future-Population-Scenario-In-India-And-China-An-Econometric-Approach

    20 Mar 2020 | Contributor(s):: Brian Winkel

    2017. Rosario-Mathematical-Model-for-Future-Population-Scenario-In-India-And-China-An-Econometric-ApproachRosario, G. Michael and Dr. M. James Antony. 2017. Mathematical Model for Future Population Scenario In India And China – An Econometric Approach. International...

  5. 2013-Nelson-Population Modeling with Delay Differential Equations

    15 Mar 2020 | Contributor(s):: Brian Winkel

    2013-Nelson-Population Modeling with Delay Differential EquationsNelson, Shawna. 2013 Population Modeling with Delay Differential Equations. Master of Science Thesis. Rochester Institute of Technology, Rechester NY USA.Abstract: We investigate a delay differential equation system...

  6. 2006-Ruan-DelayDifferentialEquationsinSingleSpeciesDynamics

    15 Mar 2020 | Contributor(s):: Brian Winkel

    2006-Ruan-DelayDifferentialEquationsinSingleSpeciesDynamicsRuan, Shigui. 2006. DELAY DIFFERENTIAL EQUATIONS IN SINGLE SPECIES DYNAMICS. In O. Arino et al. (eds.), Delay Differential Equations and Applications. Springer, Berlin, 2006, pp. 477-517.Contents1. Introduction2....

  7. 2012-Moore-Using Projects Math And Engineering Courses

    13 Mar 2020 | Contributor(s):: Brian Winkel

    2012-Moore-Using Projects Math And Engineering CoursesMoore, Hassan. 2012. Using projects to stimulate learning in mathematics and engineering mathematics courses. American Society of Engineering Education. 120th ASEE Annual Conference and Exposition. Paper ID #7658.Abstract: An...

  8. 2012-Wali EtAl-MathModelUgandaPopulationGrowth

    13 Mar 2020 | Contributor(s):: Brian Winkel

    2012-Wali EtAl-MathModelUgandaPopulationGrowthWali, Augustus. 2012. Mathematical Modeling of Uganda Population Growth. Applied Mathematical Sciences. 6(84): 4155 - 4168Abstract: Uganda is a landlocked country in East Africa. It is bordered on the east by Kenya, north by Sudan,...

  9. 2006-Coleman-PopModelingWithODE-Notes

    13 Mar 2020 | Contributor(s):: Brian Winkel

    2006-Coleman-PopModelingWithODE-NotesColeman, Michael J.  2006. Population Modeling with Ordinary Differential Equations - Notes. https://www2.gwu.edu/~mathgss/old_site/Slides/MikeC_Seminar.pdfAbstract: Population modeling is a common application of ordinary differential...

  10. 1992-Mathews-BoundedPopulationGrowth

    12 Mar 2020 | Contributor(s):: Brian Winkel

    Mathews, John H. 1992. Bounded population growth: a curve fitting lesson. Mathematics and Computer Education. 26(2): 169-176.The logistic curve is presented as a mathematical model for population growth in calculus, differential equations and mathematical modeling textbooks. However, there is...

  11. 1-087-S-ThanosPopulationDynamics

    07 Oct 2019 | | Contributor(s):: Sarah Elizabeth Ritchey Patterson, Blain Patterson

    In the end of the “Avengers Infinity War,” the villain Thanos snaps his fingers and turns half of all living creatures to dust with the hope of restoring balance to the natural world. How does this affect the long term behavior of various species? Investigate the validity of his...

  12. 1-001d-S-HotelPopulationDecay

    03 Jul 2019 | | Contributor(s):: Dina Yagodich

    We offer students an opportunity to create a simulation model a hotel population with clients checking in and checking out according to two different disciplines as well as a number of different starting populations in the hotel.

  13. Exploring differential equation of HIV infection

    21 Jun 2019 | | Contributor(s):: Rebecca L. Goulson

    Exploring differential equation models of the HIV infectionPresentation by Rebecca L. Goulson Department of Mathematics Pacific Lutheran University Tacoma, WA, May, 2015. 67 SlidesModels presented and data analyzed to determine parameters.  

  14. 1-001c-S-PopulationDecayThenSome

    18 Jun 2019 | | Contributor(s):: Dina Yagodich

    This is an adaption of Modeling Scenario 1-001-S-MandMDeathAndImmigration  in which death and immigration of m&m's is replaced by check outs and arrivals in a hotel and makes specific use of MatLab coding.

  15. 1-109-S-EmployeeAttrition

    25 Mar 2019 | | Contributor(s):: Lyle Clifford Smith

    This scenario models the loss of employees and the employer's attempt to retain them through stock options. This is intended for introductory students and is paired well with exponential growth/decay material. We also introduce the 5% rule to sort possible factors into assumptions and...

  16. 1986-Cooke-Linear And Logistic Harvesting Models-Math Modeling Journal

    09 Dec 2018 | | Contributor(s):: Brian Winkel

    Cook, K. L. and M. Witten. 1986. One-dimensional linear and logistic harvesting models. Mathematical Modeling. 7: 301-340.Abstract: Some of the results in the literature on simple one-dimensional, density dependent, discrete and continuous models-with and without harvesting-are reviewed. Both...

  17. 1-067-S-ModelingWithSigmoidCurves

    18 Aug 2018 | | Contributor(s):: Natali Hritonenko

    The assignment considers two well-known models of population growth, Verhulst-Pearl and Gompertz models, for which qualitative and quantitative analyses are provided. The graphs of the corresponding functions have a sigmoidal or S-shape. The assignment contains two opposite, but related tasks:...

  18. Two competing populations: simulations with differential equations

    01 Mar 2018 | | Contributor(s):: Hans Rudolf Schneebeli, Claudio Marsan

    Abstract: Suppose two populations are competing with each other. How can they then develop? We offer insights with simulation calculations. In the model is the evolution of the biomass of the two populations described with differential equations. A fundamental building block is the logistic...

  19. Population Modeling

    01 Mar 2018 | | Contributor(s):: Hans Rudolf Schneebeli, Claudio Marsan

    This paper offers many problems inolving a single population model while introducing several specific models. Both numerical methods and qualitative anlyses are offered.The paper is in German and is entitled, "Populationsmodelle: Eine Einführung in Differentialgleichungen."Hans R....

  20. Mike Karls - Incorporating a Modeling First Approach into a Traditional ODE Course

    18 Jan 2018 | | Contributor(s):: Michael Karls

    Incorporating a Modeling First Approach into a Traditional ODE Course by Mike Karls. Ball State University.A talk given at the AMS Special Session on Modeling in Differential Equations - High School, Two-Year College, Four-Year Institution at Joint Mathematics Meetings, San Diego CA, 9-13 January...