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authorjps6 <jps6@cornell.edu>2021-10-28 10:48:28 +0000
committernode <node@git-bridge-prod-0>2021-10-28 10:49:42 +0000
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the low- and high-temperature zero-field limits fixes the parametric
coordinate transformation. For the two-dimensional Ising model, we show that
this procedure converges exponentially with the order to which the series are
- matched. We speculate that with appropriately modified parametric
+ matched, up to We speculate that with appropriately modified parametric
coordinates, the method might also converge deep in the metastable phase.
\end{abstract}