Student Projects in Maxima is an online project to disseminate work by undergraduate students using Maxima to reproduce published results in the sciences and social sciences.
Volume 1, Number 4 (2017) is devoted to Systems of Ordinary Differential Equations for SIR models in epidemiology.
Contents:
Emenheiser, Anna, Virus Dynamics and Drug Therapy
Radermacher, Erin, A Model of the 2014 Ebola Outbreak
Rafai, Sagar, Analysis of Communicable Disease Models
Student Projects in Maxima is an online project to disseminate work by undergraduate students using Maxima to reproduce published results in the sciences and social sciences.
Volume 1, Number 3 (2017) is devoted to Systems of Ordinary Differential Equations for non-chaotic predator-prey and other interacting population models
Contents:
Bhullar, Abhjeet, Lions, Wildebeest and Zebras
Goodin Aunic, Parasitic Nematodes in Grouse
DeFore, Brandon, Breeding Suppression in Predator-Prey
Jerez, Emilio, Predator-Prey with Hawk and Dove Tactics
Bontrager, Eric, Predator-Prey with Prey Switching
Beatty, Ethan, Analysis of Logistic Growth Models
Rice, Gabriel, Pharmacokinetic Mechanism of Ethanol-Benzodiazepine Interactions
Kay, Ian, Radioactive Isotopes
Wile, Jessica, Ebola in Western Lowlands Gorillas
Bailey, John, Kinetic Modeling for Interconnected Reactions
Piet, Joe, Elephant and Tree Population Dynamics
Kim, Judy, A Model for West Nile Virus
Kamalaldin, Kamalaldin, Infected Prey in Polluted Environment
Park, Kayla, Ratio-Dependent Predator Prey Model
Lundy, Liam, Predator Prey in a Single Species with Cannibalism
Orwin, Michael, Interactions of Model Neurons
Schultz, Pete, Photosynthetic Oscillations
Wadhwa, Raoul, Dynamics in an Inflammation Model
Del Olmo, Ricardo, Population Growth and Technological Change
Network Model of Cocaine Traffic in Spain Edited
Kill, Sean, A Logistic Model with Varying Carrying Capacity
McFadden-Keesling, Sophia, Predator Prey Model with a Refuge
Student Projects in Maxima is an online project to disseminate work by undergraduate students using Maxima to reproduce published results in the sciences and social sciences.
Volume 1, Number 1 (2017) is devoted to Chaotic Systems of Ordinary Differential Equations.
Contents:
Thornburg, Eric, Simple Pendulum and Chaos
Bhimani, Kevin, Chaos in a 3-Species Food Chain
York, Lily, A Lattice Model of Epilepsy
Andrews, Steven, 3D Chaotic Model
Rutledge, Tim, A Model of Neuronal Bursting
Student Projects in Maxima is an online project to disseminate work by undergraduate students using Maxima to reproduce published results in the sciences and social sciences.
Volume 1, Number 2 (2017) is devoted to Systems of Ordinary Differential Equations with time-dependent forcing terms, non-continuous inputs, and forcing terms that require knowledge of a past state of the system.
Contents:
Chumley, Qynce, An Office Heating and Cooling Model
Williams, Nick, Baseball Pitch Dynamics
Rizzolo, Skylar, BAC Model for alcohol consumption
Barth, Eric, A model of bladder bacteria proliferation in prostate disease
Barth, Eric, A Model of Pulse Vaccination Strategyi
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