2014 | OriginalPaper | Buchkapitel
Introduction
verfasst von : J. Donald Monk
Erschienen in: Cardinal Invariants on Boolean Algebras
Verlag: Springer Basel
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This book is concerned with the theory of certain natural functions
k
which assign to each infinite Boolean algebra
A
a cardinal number
k
(
A
) or a set
k
(
A
) of cardinal numbers. The purpose of the book is to survey this area of the theory of BAs, giving proofs for a large number of results, some of which are new, mentioning most of the known results, and formulating open problems.