## Infinite matrices and sequence spaces |

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### Contents

DEFINITIONS | 1 |

RECIPROCALS OF INFINITE | 19 |

LINEAR EQUATIONS | 39 |

Copyright | |

9 other sections not shown

### Common terms and phrases

A-transform absolutely convergent absolutely equivalent Agnew algebra Amer an,k anik applies associative field Bibliography bilinear form Borel matrix bounded sequences c-limit circle of convergence collectively bounded column commutes complex numbers contains convergence-free convergent sequence core corresponding defined definition denote determine diagonal matrix Dienes differential equations divergent sequences efficient elements example exists F-set finite number fixed follows geometry given Hence Hermitian Hilbert Index infinite matrices infinity Konrad Knopp l.h. reciprocal Lemma limit points linear lower semi-matrix Math mathematics methods necessary and sufficient non-negative non-zero coordinates notation orthogonal p-bd p-cgt p-convergence Paperbound partial sums positive integer problems proof proves the result radius of convergence Riesz Riesz means row-finite satisfies the conditions scalar sequence sn sequence space sequence zk solution sufficient condition suffixes summable summation Suppose T-matrix Taylor series tends transformation two-sided reciprocal unique zero