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Saturday, April 18, 2020 | History

2 edition of Pseudofunctions and Helson sets found in the catalog.

Pseudofunctions and Helson sets

T. W. Körner

Pseudofunctions and Helson sets

  • 383 Want to read
  • 33 Currently reading

Published by Société mathématique de France in Paris .
Written in English

    Subjects:
  • Pseudofunctions.,
  • Helson sets.

  • Edition Notes

    Statement[Thomas Körner, Robert Kaufman].
    SeriesAstérisque ; 5
    ContributionsKaufman, Robert, joint author.
    Classifications
    LC ClassificationsQA404 .K57
    The Physical Object
    Pagination239 p. ;
    Number of Pages239
    ID Numbers
    Open LibraryOL4963214M
    LC Control Number76452977

    Sperner's theorem, in discrete mathematics, describes the largest possible families of finite sets none of which contain any other sets in the family. It is one of the central results in extremal set is . Designed for the first two semesters of a three-semester engineering calculus course, Calculus of a Single Variable: Early Transcendental Functions, 4/e, continues to offer instructors and students 5/5(1). A Rajchman measure is a measure whose Fourier-Stieltjes coecients converge to 0, i.e., form a pseudofunction. Lebesgue measure is of this form and a Rajchman measure is thought of as a measure with \large support".


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Pseudofunctions and Helson sets by T. W. Körner Download PDF EPUB FB2

Additional Physical Format: Online version: Körner, T.W. (Thomas William), Pseudofunctions and Helson sets. Paris: Société mathématique de France, Get this from a library. Descriptive Set Theory and the Structure of Sets of Uniqueness.

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An abstract form of a theorem of Helson and applications to sets of synthesis and sets of uniqueness Article in Journal of Functional Analysis (3) February with 6 Reads. number of papers related in one way or other to this theorem of Helson has appeared.

As far as we were able to check, almost all Pseudofunctions and Helson sets book papers study one of the following problems: Constructing Helson sets. Pages from Volume (), Issue 1 by Nir Lev, Alexander OlevskiiCited by: As Pseudofunctions and Helson sets book as we were able to check, almost all these papers study one of the following problems: Constructing Helson sets [21,24,25,29,36,48], comparing Helson sets with other thin sets Cited by: 9.

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page book describing a general procedure for computing the coe cients. called the space of pseudofunctions and denoted by PF. called a Helson set, which is of multi-plicity.

As Helson in. So, overall, I have to give the book 3 stars. It somewhat succeeds in what it sets out to do, but lacks all the explanatory prose you'd expect out of a book (a textbook no less). If you're doing self-study then /5(2).

When one thinks of combinatorics of finite sets, he or she might first think of codes and designs. But this Pseudofunctions and Helson sets book introduced me to an area of combinatorics which I knew very little about, namely extremal set Cited by: PAMS 1 () 6 [l] K o r n e r, T.: Pseudofunctions and Helson sets.

Asttrisque 5 (). [l] L a n d a u, E.: Uber einen Satz des Herrn Littlewood. Rend. di Palermo 35 () References.

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