De Guzmán M. (Ed.) Real Variable Methods in Fourier Analysis

Amsterdam: North Holland, 1981. — 407 p.Pointwise Convergence of a Sequence of Operators
Finiteness A.E., and the Type of the Maximal Operator
General Techniques for the Study of the Maximal Operator
Especial Techniques for Convolution Operators
Especial Techniques for the Type (2,2)
Coverings, The Hardy-Littlewood Maximal Operator and Differentiation, Some General Theorems
The Basis of Intervals
The Basis of Rectangles
The Geometry of Linearly Measurable Sets
Approximations of the Identity
Singular Integral Operators
Diferentiation Along Curves, A Result of Stein and Wainger
Multipliers and the Hardy-Littlewood Maximal OperatorA List of Suggested Problems