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A Minimum Error Discrimination problem for Linearly independent Pure States Related Quantum Safe Cryptography

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Author(s)
Tae Ryong Park
Issued Date
2020
Keyword
Pretty Good Measurement Optimal Measurement Quantum Safe Cryptography
Abstract
In this paper we study the Minimum Error Discrimination problem (MED) for ensembles of linearly independent (LI) pure states. By constructing a map from the set on those ensembles we show that the Pretty Good Measurement (PGM) and the optimal measurement for the MED are related by the map.
Publisher
조선대학교 기초과학연구원
Citation
Tae Ryong Park. (2020). A Minimum Error Discrimination problem for Linearly independent Pure States Related Quantum Safe Cryptography, 조선자연과학논문집 | Vol.13, No.1 p.8 ~ p.12
Type
Laboratory article
ISSN
2005-1042
URI
http://oak.chosun.ac.kr/handle/2020.oak/16411
http://www.chosun.ac.kr/user/indexSub.do?codyMenuSeq=24427455&siteId=ricns&dum=dum&boardId=175013&page=1&command=view&boardSeq=315142&categoryId=315118&categoryDepth=00140001
Appears in Collections:
2020 > Vol.13, No.1
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