Boek
This book is primarily concerned with the study of cohomology theories ofgeneral topological spaces with quotgeneral coefficient systems.quot Theparts of sheaf theory covered here are those areas important to algebraictopology. There are several innovations in this book. The concept of thequottautnessquot of a subspace is introduced and exploited throughout thebook. The fact that sheaf theoretic cohomology satisfies the homotopy propertyis proved for general topological spaces. Relative cohomology is introducedinto sheaf theory. The reader should have a thorough background in elementaryhomological algebra and in algebraic topology. A list of exercises at the endof each chapter will help the student to learn the material and solutions ofmany of the exercises are given in an appendix. The new edition of this classicin the field has been substantially rewritten with the addition of over 80examples and of further explanatory material. Among the items added are newsections on Cech cohomology the Oliver transfer intersection theorygeneralized manifolds locally homogeneous spaces homological fibrations and «
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