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Index Shifting in Summation Series by ABC is a document available to read on EtoBox.

1) The document discusses shifting the index of summation in infinite series. Specifically, it shows that shifting the index by +1 in the series Snchx-1 = (n + 1)Gn+1x results in an equivalent series. 2) More generally, shifting the index of summation by k involves simultaneously increasing the index by k and decreasing the starting point by k. 3) Shifting the index by a negative number k is interpreted as increasing the index by the absolute value of k.

Author

ABC

Language

EN