Functions and Analysis

   

General Method for Summing Divergent Series Using Mathematica and a Comparison to Other Summation Methods

Authors: Sinisa Bubonja

We are interested in finding sums of some divergent series using the general method for summing divergent series discovered in our previous work and symbolic mathematical computation program Mathematica. We make a comparison to other five summation methods implemented in Mathematica and show that our method is the stronger method than methods of Abel, Borel, Cesaro, Dirichlet and Euler.

Comments: 22 Pages. Removed an entire sentence from section 1, corrected typos, results unchanged.

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Submission history

[v1] 2015-11-25 11:42:54
[v2] 2017-01-03 15:13:28

Unique-IP document downloads: 275 times

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