"Proceedings of the Special Session on Classical Real Analysis, 794th meeting of the American Mathematical Society, held in Madison, Wisconsin, April 16-17, 1982."--Verso t.p.

Includes bibliographies.

Cesari spaces and Sobolev spaces in surface area and localization for multiple Fourier series / Casper Goffman -- An unusual descriptive definition of integral / B. Bongiorno and D. Preiss -- Path derivatives: a unified view of certain generalized derivatives / A. M. Bruckner, R. J. O'Malley and B. S. Thomson -- Baire one, null functions / A. M. Bruckner, J. Ma�r�ik and C. E. Weil -- Monotone approximation on an interval / Richard Darst and Robert Huotari -- Two remarks on the measure of product sets / Roy O. Davies -- Monotonicity, symmetry, and smoothness / Michael J. Evans and Lee Larson -- The structure of continuous functions which satisfy Lusin's condition $({\rm N})$ / James Foran -- Construction of absolutely continuous and singular functions that are nowhere of monotonic type / K. M. Garg -- A porosity characterization of symmetric perfect sets / P. D. Humke and B. S. Thomson -- A method for showing generalized derivatives are in Baire class one / Lee Larson -- On generalizations of exact Peano derivatives / Cheng Ming Lee -- Best monotone approximation in $L_\infty [0,1]$ / David Legg -- Representation of lattices and extension of measures / Fon Che Liu -- Transformation and multiplication of derivatives / Jan Ma�r�ik -- A Lusin type approximation of Sobolev functions by smooth functions / J. H. Michael and William P. Ziemer -- Some properties of Fourier series with gaps / C. J. Neugebauer -- An extension of Thunsdorff's integral inequality to a class of monotone functions / Togo Nishiura -- On generalized bounded variation / L. Di Piazza and C. Maniscalco -- On the level set structure of a continuous function / B. S. Thomson -- Some properties of the Littlewood-Paley $g$-function / Si Lei Wang -- Change-of-variable invariant classes of functions and convergence of Fourier series / Daniel Waterman -- Schauder bases for $L^p[0,1]$ derived from subsystems of the Schauder system / Robert E. Zink --

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Electronic reproduction. Providence, Rhode Island : American Mathematical Society. 2012

Mode of access : World Wide Web

Description based on print version record.