Changes in version 0.3.1 (2024-09-30) BUG FIXES o Edited `src/plpbootstrap.c` to use `R_Calloc` and `R_Free`. o Edited the file `NEWS` according to GNU standards. Changes in version 0.3.0 (2022-05-09) NEW FEATURES o Included `src/plpbootstrap.c` to estimate hyperparameters. o Included `R/hyperbootstrap.R` to bootstrap hyperparameters. BUG FIXES o Edited the file `NAMESPACE` to include the function `na.omit()` from the `stats` package. DOCUMENTATION o Edited the `DESCRIPTION` file to include a new reference. Changes in version 0.2.0 (2021-02-14) BUG FIXES o The methodological description and references in the manual files for the R functions `poisBayes`, `poisUNIF` and `poisJEFF` was adjusted. o The lower bounds provided by the R functions in the files `poisBayes.R`, `poisUNIF.R` and `poisJEFF.R` have been fixed. o The upper bounds provided by the R functions in the files `poisBayes.R`, `poisUNIF.R` and `poisJEFF.R` have been fixed. Changes in version 0.1.1 (2020-06-04) BUG FIXES o Fixed capitalized letter/typos in the description field of the DESCRIPTION file. Changes in version 0.1.0 BUG FIXES o The C function `plBinom` has been fixed by implementing a binary search algorithm for lower and upper frequentist limits. o The R functions poisUNIF(), poisJEFF() and poisBayes() are now returning prediction limits based on the negative binomial quantile function. o Useless lines of code on all R functions has been removed. o The argument `epsilon = NULL` has been dropped from all implemented functions. Changes in version 0.0.1 NEW FEATURES o The function poiss() is implemented for providing prediction limits for the Poisson distribution from a frequentist viewpoint. o The function poisUNIF() is implemented for providing prediction limits for the Poisson distribution from a Bayesian viewpoint by using a Uniform prior. o The function poisJEFF() is implemented for providing prediction limits for the Poisson distribution from a Bayesian viewpoint by using Jeffreys prior. o The function poisBayes() is implemented for providing prediction limits for the Poisson distribution from a Bayesian viewpoint by using Jeffreys prior.