PLN_RE: A Poisson Lognormal Model with Random Effects
Description
Estimate a Poisson Lognormal model with random effects in panel counting data. This model accounts for heterogeneity on the individual level, and heterogeneity on the <individual, time> level.
A list containing the results of the estimated model
Arguments
formula
Formula of the model
id
A vector that represents the identity of individuals, numeric or character
data
Input data, a data frame
par
Starting values for estimates
gamma
Variance of random effects on the <individual, time> level for PLN_RE
max_gamma
Largest allowed initial gamma
sigma
Variance of random effects on the individual level for PLN_RE
max_sigma
Largest allowed initial sigma
method
Searching algorithm, don't change default unless you know what you are doing
lower
Lower bound for estiamtes
upper
Upper bound for estimates
H
A vector of length 2, specifying the number of points for inner and outer Quadratures
psnH
Number of Quadrature points for Poisson RE model
accu
L-BFGS-B only, 1e12 for low accuracy; 1e7 for moderate accuracy; 10.0 for extremely high accuracy. See optim
reltol
Relative convergence tolerance. default typically 1e-8
verbose
Level of output during estimation. Lowest is 0.
tol_gtHg
tolerance on gtHg, not informative for L-BFGS-B
References
1. Jing Peng and Christophe Van den Bulte. Participation vs. Effectiveness of Paid Endorsers in Social Advertising Campaigns: A Field Experiment. Working Paper.
2. Jing Peng and Christophe Van den Bulte. How to Better Target and Incent Paid Endorsers in Social Advertising Campaigns: A Field Experiment. In Proceedings of the 2015 International Conference on Information Systems.
See Also
Other PanelCount: CRE_SS; CRE;
PoissonRE; ProbitRE