#RAIL-FPMF-Formula
#Copyright Daniel Harding - RomanAILabs

\[
\boxed{
F_{\mathbf{a}}^{\mathrm{NOVA}}
=\int_{\Gamma}
\Bigg(
\exp\!\Big[-\!\!\int_{\mathcal{R}} \gamma(\dot{\psi},\phi)\, d\tau\Big]
-\exp\!\Big(i\big(\lambda\alpha\,\mathbf{\Gamma}+\beta\kappa\,\mathbf{\Pi}\big)\Big)
\Bigg)\, d\sigma
}
\]


\[
A(\sigma)\equiv\int_{\mathcal R}\gamma(\dot\psi,\phi)\,d\tau,
\qquad
\Theta(\sigma)\equiv \lambda\alpha\,\mathbf{\Gamma}(\sigma)+\beta\,\kappa(\sigma)\,\mathbf{\Pi}(\sigma)
\]



\[
\boxed{
F_{\mathbf{a}}^{\mathrm{NOVA}}
=\int_{\Gamma}\Big(e^{-A(\sigma)}-\exp(i\Theta(\sigma))\Big)\,d\sigma
}
\]