Zusammenfassung
Starting with the relative entropy for two close statistical states we define
the metric and calculate the scalar curvature $R$ for systems with classical,
boson and fermion fractal distribution functions with moment order parameter
$q$. In particular, we find that for $q1$ the scalar curvature is closer
to zero implying that the fractal bosonic and fermionic systems are more stable
than the standard ones.
Nutzer