A test data set for bayesPois. The data come from the equation \(\log(\lambda_{i}) = 1 + 5x_{i} + \epsilon_{i}\) where \(\epsilon_{i}\) comes from N(0,0.01).
A data frame with 100 observations on 5 variables.
[1,] | x | numeric | the covariate |
[2,] | eps | numeric | the error in the log response |
[3,] | log.lam | numeric | \(\log(\lambda_{i}) = 1 + 5x_{i} + \epsilon_{i}\) where \(\epsilon_{i}\) |
[4,] | lam | numeric | \(\exp(\log(\lambda))\) |
[5,] | y | numeric | a Poisson random variate with mean \(\lambda_{i}\) |
bayesPois