R: Hypothesis Testing Based on Neyman-Pearson Lemma and Likelihood Ratio Test

# Hypothesis Testing Based on Neyman-Pearson Lemma and Likelihood Ratio Test

## Documentation for package ‘hytest’ version 0.1.1

- DESCRIPTION file

## Help Pages

ber_c_opt | Critical Value Given a Nominal Error Type I Associated with a Bernoulli Distribution
ber_errorI | Empirical Error Type I Associated with a Bernoulli Distribution
exp_c_opt | Critical Value Given a Nominal Error Type I Associated with a Exponential Distribution
exp_errorI | Empirical Error Type I Associated with an Exponential Distribution
gamma_c_opt | Critical Value Given a Nominal Error Type I Associated with a Gamma Distribution
gamma_errorI | Empirical Error Type I Associated with a Gamma Distribution
geom_c_opt | Critical Value Given a Nominal Error Type I Associated with a Geometric Distribution
geom_errorI | Empirical Error Type I Associated with a Geometric Distribution
gumbel_c_opt | Critical Value Given a Nominal Error Type I Associated with a Gumbel Distribution
gumbel_errorI | Empirical Error Type I Associated with a Gumbel Distribution
invnormal_c_opt | Critical Value Given a Nominal Error Type I Associated with a Inverse Normal Distribution
invnormal_errorI | Empirical Error Type I Associated with a Inverse Normal Distribution
lognorm_c_opt | Critical Value Given a Nominal Error Type I Associated with a Log Normal Distribution
lognorm_errorI | Empirical Error Type I Associated with a Log Normal Distribution
norm_c_opt | Critical Value Given a Nominal Error Type I Associated with a Normal Distribution
norm_errorI | Empirical Error Type I Associated with a Normal Distribution
pois_c_opt | Critical Value Given a Nominal Error Type I Associated with a Poisson Distribution
pois_errorI | Empirical Error Type I Associated with a Poisson Distribution
weibull_c_opt | Critical Value Given a Nominal Error Type I Associated with a Weibull Distribution
weibull_errorI | Empirical Error Type I Associated with a Weibull Distribution