Dept. Math, Hokkaido Univ. EPrints Server

不連続双対定理

吉野, 太郎 不連続双対定理. In: 表現論シンポジウム, 2004/11/16-19, プラザ淡路島 (兵庫県三原郡南淡町阿万吹上).

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16 November 2004: 表現論シンポジウム

Abstract

ABSTRACT. For a subset $L$ in a Lie group $G$ , the set of all the subsets $H$ in $G$ with the property $L$ rh $H$ is said to be ‘discontinuous dual of $L'$ . It is already known that the discontinuous dual of $L$ determines the original set $L$ up to the equivalence relation $`\sim$ ’ if the Lie group $G$ is reductive type. Our main result is that the same proposition holds for a general Lie group $G$ .

Item Type:Conference or Workshop Item (Proceedings)
Subjects:16-xx ASSOCIATIVE RINGS AND ALGEBRAS
ID Code:1968