For a weakly interacting phi^4 Bose gas, the moment of inertia density is the perpendicular radius squared times the enthalpy density, holding through order lambda^(3/2) including ring-diagram resummation.
In the above expression,Cis an ultraviolet di- vergent constant;C=T ∑n, which is independent ofω, that is,∝δ(τ)in Euclidean time
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Moment of Inertia of an Interacting Bose Gas
For a weakly interacting phi^4 Bose gas, the moment of inertia density is the perpendicular radius squared times the enthalpy density, holding through order lambda^(3/2) including ring-diagram resummation.