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episode (version 1.0.0)

Estimation with Penalisation in Systems of Ordinary Differential Equations

Description

A set of statistical tools for inferring unknown parameters in continuous time processes governed by ordinary differential equations (ODE). Moreover, variance reduction and model selection can be obtained through various implemented penalisation schemes. The package offers two estimation procedures: exact estimation via least squares and a faster approximate estimation via inverse collocation methods. All estimators can handle multiple data sets arising from the same ODE system, but subjected to different interventions.

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Version

Install

install.packages('episode')

Monthly Downloads

7

Version

1.0.0

License

GPL-3

Maintainer

Frederik Vissing Mikkelsen

Last Published

October 29th, 2017

Functions in episode (1.0.0)

opt

Create 'opt' (optimisation) object
plk

Create 'plk' (Power Law Kinetics) object
print.plk

Print 'plk' object
print.ratmak

Print 'ratmak' object
numsolve

Numerical solver for Ordinary Differential Equation (ODE) systems.
ode

Abstract 'ode' object
reg

Create 'reg' (regularisation) object
rlk

Create 'rlk' (Rational Law Kinetics) object
field

Field of Ordinary Differential Equation (ODE) systems.
imd

Integral Matching Design
aim

Adaptive Integral Matching (AIM)
print.mak

Print 'mak' object
print.ode

Print 'ode' object
episode

Estimation with Penalisation In Systems of Ordinary Differential Equations.
rodeo

Regularised Ordinary Differential Equation Optimisation (RODEO) generic
rodeo.aim

Regularised Ordinary Differential Equation Optimisation (RODEO) initialised via Adaptive Integral Matching
mak

Create 'mak' (Mass Action Kinetics) object
numint

Numerical integration of powers and fractions of powers via simpson rule
print.reg

Print 'reg' object
print.rlk

Print 'rlk' object
print.solver

Print 'solver' object
ratmak

Create 'ratmak' (Rational Mass Action Kinetics) object
rodeo.ode

Regularised Ordinary Differential Equation Optimisation (RODEO)
solver

Create 'solver' object