Six-loop beta-function graphs for general ϕ⁶ theory in 3d are recalculated (differing from Hager, agreeing with recent work), with large-N eight-loop results, O(ε³) exponents, and gradient-flow linear relations.
Six-loop beta functions in general scalar theory,
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Functional renormalization group calculation shows fluctuation-induced first-order superfluid transition in unitary SU(N) Fermi gases for N >= 4, with predictions for critical temperature and discontinuities in gap and entropy.
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$\phi^6$ at $6$ (and some $8$) loops in $3d$
Six-loop beta-function graphs for general ϕ⁶ theory in 3d are recalculated (differing from Hager, agreeing with recent work), with large-N eight-loop results, O(ε³) exponents, and gradient-flow linear relations.
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Fluctuation-induced first-order superfluid transition in unitary $\mathrm{SU}(N)$ Fermi gases
Functional renormalization group calculation shows fluctuation-induced first-order superfluid transition in unitary SU(N) Fermi gases for N >= 4, with predictions for critical temperature and discontinuities in gap and entropy.