Weniger's δ-transformation converges asymptotically for Stieltjes series with (2n)! moment growth, with an explicit leading-order error asymptotics derived from an integral representation of the truncation error.
Examples on the use of symbolic computation in physics and chemistry: Applications of the inner projection technique and of a new summation method for divergent series.Int
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Asymptotic Convergence of Weniger's $\delta$-Transformation for a Class of Superfactorially Divergent Stieltjes Series
Weniger's δ-transformation converges asymptotically for Stieltjes series with (2n)! moment growth, with an explicit leading-order error asymptotics derived from an integral representation of the truncation error.