- < f is increasing. The latter part of the book deals with functions of bounded variation and approximately continuous functions. Finally there is an exhaustive chapter on the generalized Cantor sets and Cantor functions. The bibliography is extensive and a great variety of exercises serves to clarify and sometimes extend the results presented in the text.

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The goal of this book is to provide an extensive collection of results which generalizes classical real analysis. The authors discuss density, approximate continuity, and approximate derivatives in detail, culminating with the Denjoy-Saks-Young Theorem.

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