Hello,
I am trying to calculate comparative statics for a system of 14 equations. Unfortunately, there is an error return and by looking for the problem I came across this issue, which is part of the overall project. I am working with normal probability function that has a normally distributed error term and three exogenous variables, q,m, and a.
\[Delta] = \!\(
\*SubsuperscriptBox[\(\[Integral]\), \(-\[Infinity]\), \(y\)]\(w \
\[DifferentialD]x\)\)
(* Dismissal Probability Function with Density Function w(.) of \
\[Epsilon] *)
w = PDF[NormalDistribution[\[Mu], \[Sigma]], x]
(* Density Function *)
y = q - (\[Phi]*m)/a
(*Error Term y - Normally Distributed with mean and variance Sigma^2 *)
D[\[Delta], q]
D[\[Delta], m]
D[\[Delta], a]
The derivatives (by hand) would be:
w
-Phi/a*w
Phi*m*a^(-2)*w
but I receive only conditional expressions.
Thank you.
