Measure and Category: A Survey of the Analogies between Topological and Measure Spaces

New York Heidelberg Berlin: Springer, 1971. Ex-Library. Paperback. Good-/None. Graduate Texts in Mathematics Yellow softcover with black titling, lightly soiled, especially at edges, and toned along spine. With tape residue at spine heel, front and back. Page edges lightly soiled. Adhesive residue on both inside covers. Date stamped on inside front cover, where a white label covers a black stamp, probably of an owner or university library. Interior text is unmarked. Binding is tight and uncreased. 8vo. Ships from US. BOOK INFO: Contents include: Measure and category on the line; iouville numbers; Lebessgue measure in r-space; The property of Baire; Non-measurable sets; The Banach-Mazur game; Functions of first class; the theorems of Lusin and Egoroff; Metric and Topological spaces; Examples of Metric spaces; Nowhere differentiable functions; The theorem of Alexandroff; Transforming linear sets into nullsets; Fubini's theorem; The Kuratowski-Ulam theorem; The Banach category theorem; The Poincare recurrence theorem; Transitive transformations; The Sierpinski-Erdos Duality Theorem; Examples of duality; The extended principles of duality; Category measure spaces. Includes references and index.