does anyone know if there exist some conditions on the variance and mean of normally distributed random variables such that it holds
for quasi-convex (but not convex)?
Unfortunatly, I am not very familiar with stochastic orders (convex, increasing convex,..) so far. I just started familiarizing myself with it using the book of Mueller "Comparison Methods for Stochastic Models and Risks". Can anyone recommend other books/papers?
Thanks in advance!