General Mathematics

    

Rearrangements of Convergence Sums at Infinity

Authors: Chelton D. Evans, William K. Pattinson

Convergence sums theory is concerned with monotonic series testing. On face value, this may seem a limitation but, by applying rearrangement theorems at infinity, non-monotonic sequences can be rearranged into monotonic sequences. The resultant monotonic series are convergence sums. The classes of convergence sums are greatly increased by the additional versatility applied to the theory.

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[v1] 2015-02-15 08:47:05

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