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RESTRICTION OF A GUICHARDET–WIGNER PSEUDOCHARACTER ON A SIMPLY CONNECTED SIMPLE HERMITIAN SYMMETRIC LIE GROUP TO A SIMPLY CONNECTED SIMPLE HERMITIAN SYMMETRIC SUBGROUP
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논문 기본 정보

Type
Academic journal
Author
A. I. Shtern (Moscow State University)
Journal
Jangjeon Mathematical Society Advanced Studies in Contemporary Mathematics Advanced Studies in Contemporary Mathematics Vol.30 No.1 KCI Accredited Journals
Published
2020.1
Pages
1 - 4 (4page)

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RESTRICTION OF A GUICHARDET–WIGNER PSEUDOCHARACTER ON A SIMPLY CONNECTED SIMPLE HERMITIAN SYMMETRIC LIE GROUP TO A SIMPLY CONNECTED SIMPLE HERMITIAN SYMMETRIC SUBGROUP
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A simple example shows that the restriction of a Guichardet– Wigner pseudocharacter on a simply connected simple Hermitian symmetric Lie group to a simply connected simple Hermitian symmetric subgroup can be a Guichardet–Wigner pseudocharacter on the subgroup. This poses the natural problem of whether or not such a restriction can give a zero real character.
#Guichardet–Wigner pseudocharacter #Hermitian symmetric semisimple Lie group

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