updates

R/install_docs.R

@@ -4,7 +4,6 @@ library(mcdocs)
 bookdown::render_book("gitdocs/",output_dir = "../docs/book",clean = T)
 
 pkgdown::build_site(preview = FALSE)
-mcdocs_init()
 
 str(knitr::knit_engines$get()) 
 ## this renders the website

docs/glmmixed_example2.html

@@ -424,8 +424,8 @@ <h1>Understanding the problem</h1>
 can check wheather our distribution is in line with the features of the
 Poisson dist by checking its mean and variance. The Poisson distribution
 has variance equal to the mean, in fact the simulated distribution in
-the histogram has <span class="math inline">\(\bar{x}=1.697\)</span> and
-<span class="math inline">\(s^2=1.721\)</span>. The <code>art</code>
+the histogram has <span class="math inline">\(\bar{x}=1.683\)</span> and
+<span class="math inline">\(s^2=1.666\)</span>. The <code>art</code>
 variable distribution has <span
 class="math inline">\(\bar{x}=1.693\)</span> and <span
 class="math inline">\(s^2=3.71\)</span>, with a ratio variance/mean of