On Taylor series expansion of $1 z^{A}$ for $|z|>1$ - Mathematics > History and OverviewReport as inadecuate




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Abstract: It is well known that the Taylor series expansion of $1+ z^{A}$ does notconverge for $|z|>1$ where A is a real number which is not equal to zero or apositive integer. A limited series expansion of this expression is obtained inthis paper for $|z|>1$ as a product of convergent series.



Author: Akhila Raman

Source: https://arxiv.org/







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