KLI

On the Results of Invariant Sets Under Translation for Probability Measure

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Alternative Title
확률측도의 변화에서 불변인 집합의 결과에 대하여
Abstract
Probability measure μ의 characteristic 함구가 0이 되는 집합이 유한이면 weakly complete하다는 것이 이미 입증 되었지만 그 결과를 compact 상에서도 성립함을 증명한다.
Let ??(t) denote the Fourier Transorm of probability measure. if s(μ)={t
(t)=0} consists of finitely many elements then μ is weakly complete. We shall show that if S(μ) is compact then μ is weakly complete.
Let ??(t) denote the Fourier Transorm of probability measure. if s(μ)={t
(t)=0} consists of finitely many elements then μ is weakly complete. We shall show that if S(μ) is compact then μ is weakly complete.
Author(s)
Kim, Joung Kook
Issued Date
1980
Type
Research Laboratory
URI
https://oak.ulsan.ac.kr/handle/2021.oak/5046
http://ulsan.dcollection.net/jsp/common/DcLoOrgPer.jsp?sItemId=000002025484
Alternative Author(s)
김정국
Publisher
연구논문집
Language
eng
Rights
울산대학교 저작물은 저작권에 의해 보호받습니다.
Citation Volume
11
Citation Number
2
Citation Start Page
293
Citation End Page
295
Appears in Collections:
Research Laboratory > University of Ulsan Report
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