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Pati, T.
- On Absolute Summability by Discrete Riesz Means of Type ezp(n) and Order 2
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Authors
T. Pati
1
Affiliations
1 The University, Allahabad, IN
1 The University, Allahabad, IN
Source
The Journal of the Indian Mathematical Society, Vol 25, No 1 (1961), Pagination: 27-32Abstract
Let ∑an be a given infinite series and {λn} a positive, monotoniq increasing sequence, diverging to infinity. We write
Aλ(w) = Asup>oλ(w) = ∑an
and for r > 0, Arλ ∑ (w-λn)r an.
- On the Multiplication of Absolutely Summable Dirichlet Series
Abstract Views :156 |
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Authors
B. N. Prasad
1,
T. Pati
1
Affiliations
1 The University, Allahabad, IN
1 The University, Allahabad, IN
Source
The Journal of the Indian Mathematical Society, Vol 24, No 3-4 (1960), Pagination: 421-431Abstract
Let
Σane-λns (A)
and
Σbne-μns (B)
where s is complex, be any two general Dirichlet series.
- The Non-Absolute Summability of Fourier Series by a Norlund Method
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Pn=p0+p1+p2+...+pn;P-1=p-1=0.
Authors
T. Pati
1
Affiliations
1 Sagadia Sahi, Cuttack-3, IN
1 Sagadia Sahi, Cuttack-3, IN
Source
The Journal of the Indian Mathematical Society, Vol 25, No 3-4 (1961), Pagination: 197-214Abstract
DEFINITIOKS. Let Σan be a given infinite series and let {sn} be the sequence of its partial sums. Let {pn} be a sequence of constants, real or complex, and let us write.Pn=p0+p1+p2+...+pn;P-1=p-1=0.