
Numerical Simulation of Ebola Outbreak
01 Aug 2020
The Ebola virus disease is a serious infectious disease with the highest mortality rate that is considered as one of the most contagious diseases. Our goal is to construct a mathematical model to devise the optimal Ebola outbreak simulation, and through a numerical simulation predict the behavior...

3105SFrequencyResponse
22 Jul 2020  Modeling Scenarios
We describe the frequency response to a second order differential equation with a driving function as the maximum steady state solution amplitude and perform some analyses in this regard.

3027SBobbingDropping
10 Jul 2020  Modeling Scenarios
We present two exercises from a differential equations text in which we ask students to model (1) falling object experiencing terminal velocity and (2) bobbing block of wood in liquid. We model the motion using Newton's Second Law of Motion and Archimedes' Principle.

2020NguemaNumerical Simulation of Ebola Outbreak
01 Jun 2020  Presentations
Spring 2020: Capstone Project Juan Ndong Nguema University of St. Thomas Houston, TX 77006 Advisor: Dr. Arati Nanda Pati The Ebola virus disease is a serious infectious disease with the highest mortality rate that is considered as one of the most contagious diseases. Our goal is to...

1124SWorldPopulation
30 May 2020  Modeling Scenarios
We build models of world population using data to estimate growth rate.CZECH LANGUAGE VERSION We have placed in Supporting Docs a Czech version of this Student Modeling Scenario. Name will be xySTitleStudentVersionCzech.

3026SSpringInverseProblem
29 May 2020  Modeling Scenarios
We are given data on the position of a mass in an oscillating spring mass system and we seek to discover approaches to estimating an unknown parameter.

6016SPandemicModeling
13 May 2020  Modeling Scenarios
The recent coronavirus outbreak has infected millions of people worldwide and spread to over 200 countries. The virus is spreading rapidly. Infectious disease modeling is an essential part of the effort to minimize the spread and help predict the likely course of an epidemic. How can we use...

5010SDNADegradation
21 Apr 2020  Modeling Scenarios
We ask students to use the system of first order linear differential equations given in a source paper and estimates of the data from laboratory procedures from a plot to estimate the parameters and complete the modeling process. Then we seek to compare the results of the final model with...

Transient and Steady State response in RC or RL circuits
16 Apr 2020  Presentations
Transient and Steady State response in RC or RL circuits . PowerPoint Slides. 54 Slides, This is a presentation to help understand the concepts of Transient and Steady State response in RC or RL circuits . There is detailed technical material and graphs to richly illustrate the clear...

2001AbramsonEpidemicsLecturesPANDA
06 Apr 2020  Potential Scenario Ideas
2001AbramsonEpidemicsLecturesPANDAAbramson, Guillermo. 2001. Mathematical modeling of the spread of infectious diseases. A series of lectures given at PANDA, UNMThis are informal notes, mostly based on the bibliography listed at the end and on recent papers in the...

2011YafiaDEModelingMalignantTumorCellsInCompetitionWithImmuneSystem
04 Apr 2020  Potential Scenario Ideas
2011YafiaDEModelingMalignantTumorCellsInCompetitionWithImmuneSystemYAFIA, RADOUANE. 2011. A STUDY OF DIFFERENTIAL EQUATION MODELING MALIGNANT TUMOR CELLS IN COMPETITION WITH IMMUNE SYSTEM. International Journal of Biomathematics. 4(2): 185206Abstract: In this...

2012GreerPalinStudentsInDEAndEpidemiologyModelCampusOutbreakpH1N1
02 Apr 2020  Potential Scenario Ideas
2012GreerPalinStudentsInDEAndEpidemiologyModelCampusOutbreakpH1N1Greer, Meredith L. and Karen A. Palin. 2012. Students in Differential Equations and Epidemiology Model a Campus Outbreak of pH1N1. JOURNAL OF MICROBIOLOGY & BIOLOGY EDUCATION, December:...

2001MooreSmithSIRModelForSpreadOfDisease
02 Apr 2020  Potential Scenario Ideas
2001MooreSmithSIRModelForSpreadOfDiseaseSmith, David and Lang Moore. 2001. The SIR Model for Spread of Disease. https://www.maa.org/press/periodicals/loci/joma/thesirmodelforspreadofdiseaseintroductionA multiple part tour of SIR Models freely available with Maple,...

SCUDEM Lite 2020 Materials and Videos
02 Apr 2020  SCUDEM
We post here the problem used in the SCUDEM Lite 2020 Event. Originally planned for the MAA Intermountain Section Meeting on 28 March 2020, at Westminster College, Salt Lake City UT USA, this event was cancelled due to the virus spread in the United States, but teams of students posted their 10...

2019KossSIR Models_ Differential Equations that Support the Common Good
02 Apr 2020  Potential Scenario Ideas
2019KossSIR Models_ Differential Equations that Support the Common GoodKoss, Lorelei. 2019. SIR Models: Differential Equations that Support the Common Good. CODEE Journal. 12 (2019): Article 6. https://scholarship.claremont.edu/codee/vol12/iss1/6/ .12 pages.Abstract: This...

2018GreerLivesayMathematical Epidemiology Goes to College
01 Apr 2020  Potential Scenario Ideas
2018GreerLivesayMathematical Epidemiology Goes to CollegeGreer, Meredith and Ella Livesay. 2018. Mathematical Epidemiology Goes to College. Math Horizons. 25(3): 811.From Introduction:Every year waves of illnesses sweep through college campuses. This seems a...

2018JosephBalamuralitharan  Nonlinear DE model of Asthma Effects
01 Apr 2020  Potential Scenario Ideas
2018JosephBalamuralitharan  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:...

2020CiaroshiHowCOVID19SpreadsMathModels
01 Apr 2020  Potential Scenario Ideas
2020CiaroshiHowCOVID19SpreadsMathModelsCIAROCHI, JENNIFER. 2020. How COVID19 and Other Infecious Diseases Spread: Mathematical Modeling. 12 March 2020. https://triplebyte.com/blog/modelinginfectiousdiseases.Introduction:On December 31, 2019, the Chinese city of...

2007RamseyEtAlParameterEstforDESmoothingApproach
01 Apr 2020  Potential Scenario Ideas
2007RamseyEtAlParameterEstforDESmoothingApproachJ. R. Statist. Soc. B (2007)69, Part 5, pp. 741–796Ramsay, J. O.. G. Hooker, D. Campbell and J. Cao. 2007. Parameter estimation for differential equations: a generalized smoothing approach. J. R. Statist. Soc....

2011MandaiEtAlMathematicalModelsOfMalariaReview
28 Mar 2020  Potential Scenario Ideas
2011MandaiEtAlMathematicalModelsOfMalariaReviewMandal, Sandip , Ram Rup Sarkar and Somdatta Sinha. 2011. Mathematical models of malaria  a review. Malaria Journal. 10:119.Abstract: Mathematical models have been used to provide an explicit framework for understanding malaria...