R: Nonlinear Root Finding, Equilibrium and Steady-State Analysis of Ordinary Differential Equations

# Nonlinear Root Finding, Equilibrium and Steady-State Analysis of Ordinary Differential Equations

## Documentation for package ‘rootSolve’ version 1.8.2.1

- DESCRIPTION file.
- User guides, package vignettes and other documentation.
- Code demos. Use demo() to run them.

## Help Pages

rootSolve-package | Roots and steady-states
gradient | Estimates the gradient matrix for a simple function
hessian | Estimates the hessian matrix
image.steady2D | Plot and Summary Method for steady1D, steady2D and steady3D Objects
image.steady3D | Plot and Summary Method for steady1D, steady2D and steady3D Objects
jacobian.band | Banded jacobian matrix for a system of ODEs (ordinary differential equations)
jacobian.full | Full square jacobian matrix for a system of ODEs (ordinary differential equations)
multiroot | Solves for n roots of n (nonlinear) equations.
multiroot.1D | Solves for n roots of n (nonlinear) equations, created by discretizing ordinary differential equations.
plot.steady1D | Plot and Summary Method for steady1D, steady2D and steady3D Objects
rootSolve | Roots and steady-states
runsteady | Dynamically runs a system of ordinary differential equations (ODE) to steady-state
steady | General steady-state solver for a set of ordinary differential equations.
steady.1D | Steady-state solver for multicomponent 1-D ordinary differential equations
steady.2D | Steady-state solver for 2-Dimensional ordinary differential equations
steady.3D | Steady-state solver for 3-Dimensional ordinary differential equations
steady.band | Steady-state solver for ordinary differential equations; assumes a banded jacobian
stode | Iterative steady-state solver for ordinary differential equations (ODE) and a full or banded Jacobian.
stodes | Steady-state solver for ordinary differential equations (ODE) with a sparse jacobian.
subset.steady2D | Plot and Summary Method for steady1D, steady2D and steady3D Objects
summary.rootSolve | Plot and Summary Method for steady1D, steady2D and steady3D Objects
uniroot.all | Finds many (all) roots of one equation within an interval