<p>This paper is a direct continuation of the paper&#xa0;[<CitationRef CitationID="CR1">1</CitationRef>]. By this reason neither introductory part of the paper nor the list of references are not duplicated. However for the reader convenience, the formulas from the first paper that are cited here are collected in a special addendum at the end of the paper with their original numbers. At this paper two new local foliations are investigated: minor pockets and rectangles. The appearance of such local foliations is illustrated by the further investigation of the examples with the boundary functions being the polynomials of the third degree. Bibliography: 1 title.</p>

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SOME EXTREMAL PROBLEMS FOR MARTINGALE TRANSFORMS. II

  • V. Vasyunin

摘要

This paper is a direct continuation of the paper [1]. By this reason neither introductory part of the paper nor the list of references are not duplicated. However for the reader convenience, the formulas from the first paper that are cited here are collected in a special addendum at the end of the paper with their original numbers. At this paper two new local foliations are investigated: minor pockets and rectangles. The appearance of such local foliations is illustrated by the further investigation of the examples with the boundary functions being the polynomials of the third degree. Bibliography: 1 title.