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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 6: The Nörlund, Weighted Mean, and $$(M, \lambda _{m,n})$$ Methods for Double Sequences
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