A One-Dimensional Pseudorepresentation of an Almost Connected Locally Compact Group Is an Exponential of a Pseudocharacter on the Group if and Only if It Is Trivial on a Lee Supplementary Subgroup of the Group, A.I.Shtern

Штерн, А.И.

A One-Dimensional Pseudorepresentation of an Almost Connected Locally Compact Group Is an Exponential of a Pseudocharacter on the Group if and Only if It Is Trivial on a Lee Supplementary Subgroup of the Group, A.I.Shternстатья

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Автор: Штерн А.И.
Журнал: Proceedings of the Jangjeon Mathematical Society
Том: 26
Номер: 1
Год издания: 2023
Издательство: Jangjeon Research Institute for Mathematical Sciences and Physics
Местоположение издательства: Korea, Republic of
Первая страница: 119
Последняя страница: 122
DOI: 10.17777/pjms2023.26.1.119
Аннотация: We prove here that a one-dimensional pseudorepresentation of an almost connected locally compact group is an exponential of a pseudocharacter on the group if and only if it is trivial on a Lee supplementary subgroup of the group.
Добавил в систему: Штерн Александр Исаакович

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A One-Dimensional Pseudorepresentation of an Almost Connected Locally Compact Group Is an Exponential of a Pseudocharacter on the Group if and Only if It Is Trivial on a Lee Supplementary Subgroup of the Group, A.I.Shternстатья