The authors construct an admissible ensemble of log-aware Padé approximants incorporating weak- and strong-coupling expansions through O(λ²) and O(λ^{-3/2}) for thermal N=4 SYM, yielding quantified uncertainty bands and a central curve across the intermediate coupling regime.
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Including the exact O(λ^{5/2}) weak-coupling coefficient collapses the LSTP ensemble for N=4 SYM thermodynamics to a single curve and eliminates the previous uncertainty band.
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Constrained Pad\'e Ensembles for Thermal N=4 SYM: Quantified Uncertainties and Next-Order Predictions
The authors construct an admissible ensemble of log-aware Padé approximants incorporating weak- and strong-coupling expansions through O(λ²) and O(λ^{-3/2}) for thermal N=4 SYM, yielding quantified uncertainty bands and a central curve across the intermediate coupling regime.
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Constrained Pad\'e Ensembles for Thermal $\mathcal{N}{=}4$ SYM with the Exact $\mathcal O(\lambda^{5/2})$ Coefficient
Including the exact O(λ^{5/2}) weak-coupling coefficient collapses the LSTP ensemble for N=4 SYM thermodynamics to a single curve and eliminates the previous uncertainty band.