Classical Summability Theory

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Cover of 'Classical Summability Theory'

Table of Contents

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Book Overview
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Chapter 1 General Summability Theory and Steinhaus Type Theorems
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Chapter 2 Core of a Sequence and the Matrix Class $$(\ell , \ell )$$
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Chapter 3 Special Summability Methods
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Chapter 4 More Properties of the $$(M, \lambda _n)$$ Method and Cauchy Multiplication of Certain Summable Series
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Chapter 5 The Silverman–Toeplitz, Schur, and Steinhaus Theorems for Four-Dimensional Infinite Matrices
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Chapter 6 The Nörlund, Weighted Mean, and $$(M, \lambda _{m,n})$$ Methods for Double Sequences

Attention for Chapter 4: More Properties of the $$(M, \lambda _n)$$ Method and Cauchy Multiplication of Certain Summable Series

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Chapter title	More Properties of the $$(M, \lambda _n)$$ Method and Cauchy Multiplication of Certain Summable Series
Chapter number	4
Book title	Classical Summability Theory
Published by	Springer, Singapore, January 2017
DOI	10.1007/978-981-10-4205-8_4
Book ISBNs	978-9-81-104204-1, 978-9-81-104205-8
Authors	P. N. Natarajan

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The data shown below were compiled from readership statistics for 1 Mendeley reader of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country	Count	As %
Unknown	1	100%

Demographic breakdown

Readers by professional status	Count	As %
Student > Doctoral Student	1	100%

Readers by discipline	Count	As %
Physics and Astronomy	1	100%