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1 vote

Finding a sequence function

I found the formula for the first part of your data ...
Vaclav Kotesovec's user avatar
4 votes

Incomplete Series Evaluation in Mathematica for Large Values of 𝑛

Workaround: f[n_] = ((1/2 + Sqrt[n])^3 n^15)/(C1/n^(3/4) + (7 Sqrt[2])/(3 n^(1/4)) + n^(1/4))^37; Asymptotic[f[n], n -> ∞] (* n^(29/4) if C1 ∈ R *) Non-...
Roman's user avatar
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1 vote

Series involving Meijer $G$ function

$$\sum _{k=0}^{\infty } \frac{t^k G_{2,3}^{3,0}\left(x\left| \begin{array}{c} 0,k+1 \\ k,a,b \\ \end{array} \right.\right)}{k!}=\\\frac{x^a \csc ((-a+b) \pi ) \sin (a \pi ) \Gamma (a) \sum _{j=0}^{\...
Mariusz Iwaniuk's user avatar
2 votes
Accepted

Incomplete Series Evaluation in Mathematica for Large Values of 𝑛

Workaround: ...
Mariusz Iwaniuk's user avatar

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