From Wikipedia, the free encyclopedia
(Redirected from Carleson-Jacobs theorem)

In mathematics, the Carleson–Jacobs theorem, introduced by Carleson and Jacobs ( 1972), describes the best approximation to a continuous function on the unit circle by a function in a Hardy space. [1]

Notes

  1. ^ Garnett 1981, p. 139.

References

  • Carleson, Lennart; Jacobs, Sigvard (1972), "Best uniform approximation by analytic functions", Arkiv för Matematik, 10 (1–2): 219–229, Bibcode: 1972ArM....10..219C, doi: 10.1007/BF02384810, ISSN  0004-2080, MR  0322410
  • Garnett, John B. (1981). Bounded analytic functions. Academic Press. ISBN  0-12-276150-2. MR  0068971.


From Wikipedia, the free encyclopedia
(Redirected from Carleson-Jacobs theorem)

In mathematics, the Carleson–Jacobs theorem, introduced by Carleson and Jacobs ( 1972), describes the best approximation to a continuous function on the unit circle by a function in a Hardy space. [1]

Notes

  1. ^ Garnett 1981, p. 139.

References

  • Carleson, Lennart; Jacobs, Sigvard (1972), "Best uniform approximation by analytic functions", Arkiv för Matematik, 10 (1–2): 219–229, Bibcode: 1972ArM....10..219C, doi: 10.1007/BF02384810, ISSN  0004-2080, MR  0322410
  • Garnett, John B. (1981). Bounded analytic functions. Academic Press. ISBN  0-12-276150-2. MR  0068971.



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