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A Characterization of SH-Sets

Proceedings of the American Mathematical Society, 1971
Let G be a locally compact abelian group, and A (G) the Fourier algebra on G. A Helson set in G is called an SH-set if it is also an S-set for the algebra A (G). In this article we prove that a compact subset K of G is an SH-set if and only if there exists a positive constant b such that: For any disjoint closed subsets Ko and K1 of K, we can find a ...
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?????????????????? ?????????????? SH-?????????? ???? ?????????????????? ?????????????? ?? ?????????????????? ??????????????????? ???????? ?? ??????????????????????

2018
???????????? ???????????? ?????????????????? ???? ?????????????????? ?????????????? ???????????????????? ??????????, ???????????????????????????????????? ?? ?????????????? ????????, ?????????????????????? ???????????? ?? ??????????????????????, ?????? ?????????????????????? ???????????????????????? ????????????????????. ?????????????? ??????????????????
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???????????? ???????????????????? ?????????????????????????????? ???????????????????? ?????? ?????????????? SH-????????, ???????????????????????????? ?? ?????????????????????????????? ???????? ?????????? ?????????????????????????? ????????????????????????????????????

2017
???? ???????????? ???????????? ?????????????????????????? ?? ?????????????????? ?????????????????????? ???????????????????????????? ???????????????????????? ?????????????? ?????????? ???????????????????? ??????????????, ???????????????????????? ???? ???????????????????????????? ???????????????? ???????????????????? ?? ?????????????????????????? ?? ?????
  +6 more sources

Konkurs shs

1972
_, Instytut Sztuki (Warschau)   +2 more
openaire   +1 more source

sh

2022
openaire   +1 more source

Sh. Mishori to Sh. Amir

Yaacov Ro'i   +2 more
openaire   +1 more source

SH Domains

2013
openaire   +1 more source

Asymmetric information Atabullayev Sh, G’aybullayev Sh

2023
Shoxijaxon Atabullayev   +1 more
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SH

2010
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