Tags: model

All Categories (1-20 of 282)

  1. 2018-Joseph-Balamuralitharan - Nonlinear DE model of Asthma Effects

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

    2018-Joseph-Balamuralitharan - Nonlinear DE model of Asthma EffectsJoseph ,G Arul J. and S Balamuralitharan. 2018. A Nonlinear differential equation model of Asthma effect of environmental pollution using LHAM.  IOP Conf. Series: Journal of Physics: Conf. Series. 1000:...

  2. 2007-ChoisyEtAl-MathematicalMdelingOfInfectiousDiseasesDynamics

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

    2007-ChoisyEtAl-MathematicalMdelingOfInfectiousDiseasesDynamicsChoisy, M., J.-F. Guégan, and P. Rohani1. 2007. Mathematical Modeling of Infectious Diseases Dynamics.From Introduction: After presenting general notions of mathematical modeling (Section 22.2) and the nature of...

  3. 2011-MandaiEtAl-MathematicalModelsOfMalaria-Review

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

    2011-MandaiEtAl-MathematicalModelsOfMalaria-ReviewMandal, Sandip , Ram Rup Sarkar and Somdatta Sinha. 2011. Mathematical models of malaria - a review. Malaria Journal. 10:1-19.Abstract: Mathematical models have been used to provide an explicit framework for understanding malaria...

  4. 2015-JoshiEtAl-OptControl-SIRModelThrough Education Campaign

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

    2015-JoshiEtAl-OptControl-SIRModelThrough Education CampaignHEM RAJ JOSHI, SUZANNE LENHART, SANJUKTA HOTA, FOLASHADE AGUSTO. 2015. OPTIMAL CONTROL OF AN SIR MODEL WITH CHANGINGBEHAVIOR THROUGH AN EDUCATION CAMPAIGN. Electronic Journal of Differential Equations. 2015(50):...

  5. 2013-Sutton-SecondOrderLinearODE's-PartII

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

    2013-Sutton-SecondOrderLinearODE's-PartIIPresentation by Craig J. Sutton, Department of Mathematics, Dartmouth CollegeMath 23 Differential Equations. 2013. 45 slidesCovers basics or undetermined coefficiens and variation of parameters with applications to mechanicl vibrations

  6. 2018-Baxter-Modeling Public Opinion

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

    2018-Baxter-Modeling Public OpinionBaxter, Arden. 2018.  Modeling Public Opinion. Rollins College.1 IntroductionPopulation models are used to study the dynamics of a population. In particular, dynamic population models are applied to populations that gain and lose...

  7. 2012-TweedleSmith-MathModelBieberFever

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

    2012-TweedleSmith-MathModelBieberFeverTweedle, Valerie and Robert J. Smith. 2012. A mathematical model of Bieber Fever:The most infectious disease of our time?. In Understanding the Dynamics of Emerging and Re-Emerging Infectious Diseases Using Mathematical Models.  Editors:...

  8. 2018-AkmanEtAl-ParameterEstimationinODE-ParticlaSwarmOptimimzation

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

    2018-AkmanEtAl-ParameterEstimationinODE-ParticlaSwarmOptimimzationAkman, Devin, Olcay Akman, and Elsa Schaefer. 2018. Journal of Applied Mathematics.Volume 2018. pp 1-10.Abstract: Researchers using ordinary differential equations to model phenomena face two main challenges among...

  9. 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...

  10. 2013-DeboeckEtAl-ReservoirModel-DEModelOfPsychRegulation

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

    2013-DeboeckEtAl-ReservoirModel-DEModelOfPsychRegulationDeboeck, P. R., & Bergeman, C. S. (2013). The reservoir model: A differential equation model of psychological regulation. Psychological Methods, 18(2), 237-256.Abstract: Differential equation models can be used to describe the...

  11. 2016-Tanioka-ModelingEconGrowthUsingDE

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

    2016-Tanioka-ModelingEconGrowthUsingDETanioka, Chad. 2016. Modeling Economic Growth Using Differential Equations. Presentation. 28 clides1. Introduction2. Setting up the model3. Solow's fundamental differential equation4. Solving for equilibrium solutions

  12. 2004-Thoumasis-MathDietModel

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

    2004-Thoumasis-MathDietModelToumasis, Charalampos. 2004. A mathematical diet model.  Teaching Mathematics and Its Applications: International Journal of the IMA. 23(4) 165 - 171. Preprint offered.Abstract:Emphasis on problem solving and mathematical modeling has...

  13. 2013-KoseKunze-ClimateModeling

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

    2013-KoseKunze-ClimateModelingKose, Emekand Jennifer Kunze. 2013. Climate Modeling in the Calculus andDifferential Equations Classroom. THE COLLEGE MATHEMATICS JOURNAL. 44(5): 424-427.Introduction:  We introduce here the basic principles of climate science for a...

  14. 2008-Chernyshov EtAl-Modeling EconomicDynamicsInDifferentialForm

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

    2008-Chernyshov EtAl-Modeling EconomicDynamicsInDifferentialFormChernyshov, S. I.. V. S. Ponomarenko, and  A. V. Voronin. 2008. The Problem of Modelling of Economic Dynamicsin Differential Form. Notes. 35 pp.Introduction:The authors have tried to analyze procedures...

  15. 2005-Breitling-ModelingBiologicalSystemsWithDifferentialEquations-PowerPoint

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

    2005-Breitling-ModelingBiologicalSystemsWithDifferentialEquationsBreitling, Rainer. 2005. Modelling Biological Systems with Differential Equations. PowerPoint Presntation. 51 slides.Outline:•Part 1: Why modelling?•Part 2: The statistical physics of...

  16. 5-015-S-RunnerSynchronize

    13 Jan 2020 | | Contributor(s):: Eli E Goldwyn

    The goal is for students to practice finding and classifying equilibria of a one-variable system in this modeling context while also introducing variables defined on a restricted domain (the circle).

  17. 2-005-Text-S-LinearizeItAll

    09 Dec 2019 | | Contributor(s):: Don Hickethier

    Linear approximations are often used to simplify nonlinear ordinary differential equations (ODEs) for ease in analysis. The resulting linear approximation produces an ODE where closed form solutions may be obtained. A simple model using Torricelli's Law will compare the exact solution to...

  18. 1-083-S-FallingMeteorites

    24 Aug 2019 | | Contributor(s):: Lyle Clifford Smith

    After introducing the solution to the ordinary differential equation which models a falling object with drag (first-order, non-linear, separable), students will consider generalizing the model to a falling and disintegrating meteorite. The focus is on creative identification of factors. Students...

  19. 3-011-S-EulerBallThrowing

    19 Aug 2019 | | Contributor(s):: Chris McCarthy

    If a tennis ball is thrown through the air it will eventually hit the ground due to gravity. Using Euler's method, write a short script (Python, Matlab, R, etc.) to find the trajectory of the ball which will maximize the distance the ball lands from the thrower taking into account air...

  20. Ice Coverage in the Arctic Climate over time

    17 Aug 2019 | | Contributor(s):: Wisam Victor Yossif Bukaita, Kelcey Meaney, Angie Dimopulos

    In this paper, entitled Ice Coverage in the Arctic Climate, from two students, Angie Dimopulos and Kelcey Heaney, and their professor, Dr. Wisam Bukaita, ice coverage in the Arctic is modeled over time. We present their abstract here and include the paper itself.ABSTRACT The Arctic plays a...