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Divergent series
(redirected from Summable)

    Also found in: Encyclopedia, Wikipedia 0.01 sec.
(Math.) See Diverging series, under Diverging.

See also: Divergent



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n] is said to be summable [[absolute value of C, [alpha]].
A new note on the increasing sequences by Bor, Huseyin / Tamsui Oxford Journal of Mathematical Sciences
We also show that if two double series are boundedly convergent, then the Cauchy product double series is Cesaro summable and its Cesaro sum is equal to the product of the sums of the given double series.
On the Pringsheim convergence of double series/Koonduvustunnused ... by Limaye, Balmohan V.; Zeltser, Maria / Proceedings of the Estonian Academy of Sciences
N]) we shall denote the space of square summable [C.
Recovery of missing samples in oversampling formulas for band limited ... by Del Prete, Vincenza / Sampling Theory in Signal and Image Processing
 
 
 
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