# Phase Plane Analysis of One- And Two-Dimensional Autonomous ODE Systems

## Documentation for package ‘phaseR’ version 2.2.1

- DESCRIPTION file.
- User guides, package vignettes and other documentation.

## Help Pages

phaseR-package | Phase plane analysis of one- and two-dimensional autonomous ODE systems
.paramDummy | A function such that we can apply DRY in param documentation
competition | The species competition model
drawManifolds | Stable and unstable manifolds
example1 | Example ODE system 1
example10 | Example ODE system 10
example11 | Example ODE system 11
example12 | Example ODE system 12
example13 | Example ODE system 13
example14 | Example ODE system 14
example15 | Example ODE system 15
example2 | Example ODE system 2
example3 | Example ODE system 3
example4 | Example ODE system 4
example5 | Example ODE system 5
example6 | Example ODE System 6
example7 | Example ODE system 7
example8 | Example ODE system 8
example9 | Example ODE system 9
exponential | The exponential growth model
findEquilibrium | Equilibrium point identification
flowField | Flow field
lindemannMechanism | The Lindemann mechanism
logistic | The logistic growth model
lotkaVolterra | The Lotka-Volterra model
monomolecular | The monomolecular growth model
morrisLecar | The Morris-Lecar model
nullclines | Nullclines
numericalSolution | Numerical solution and plotting
phasePlaneAnalysis | Phase plane analysis
phasePortrait | Phase portrait plot
phaseR | Phase plane analysis of one- and two-dimensional autonomous ODE systems
simplePendulum | The simple pendulum model
SIR | The SIR epidemic model
stability | Stability analysis
toggle | The genetic toggle switch model
trajectory | Phase plane trajectory plotting
vanDerPol | The Van der Pol oscillator
vonBertalanffy | The von Bertalanffy growth model