Quantum ideal-gas statistics
= Quantum ideal-gas statistics
= Quantum statistics
{synonym}
An ideal quantum gas has mean occupation
$$
[\exp((E-\mu)/(k_BT))\mp1]^{-1},
$$
with one sign for bosons and the other for fermions.
= Quantum ideal-gas statistics
= Quantum statistics
{synonym}
An ideal quantum gas has mean occupation
$$
[\exp((E-\mu)/(k_BT))\mp1]^{-1},
$$
with one sign for bosons and the other for fermions.