Index was outside the bounds of the array. 文章摘要
|本期目录/Table of Contents|

[1]彭 家 寅. 基于高维纠缠信道的受控隐形传态[J].内江师范学院学报(自然科学),2019,08:39-43.
点击复制

 基于高维纠缠信道的受控隐形传态(PDF)

《内江师范学院学报(自然科学)》[ISSN:1671-1785/CN:51-1521/Z]

期数:
2019年08期
页码:
39-43
栏目:
出版日期:
2019-08-25

文章信息/Info

Title:
-
文章编号:
1671-1785(2019)08-0039-05
作者:
 彭 家 寅
 内江师范学院数学与信息科学学院
Author(s):
-
关键词:
 量子通信受控隐形传态高维纠缠态非对称基测量广义投影测量
Keywords:
-
分类号:
TP301
DOI:
10.13603/j.cnki.51-1621/z.2019.08.007
文献标识码:
A
摘要:
 利用高维量子纠缠态为量子信道,讨论未知单粒子态的受控隐形传输问题.首先,以三维量子纠缠态
为信道,提出一个二维任意单粒子态的受控隐形传输协议.其次,将该协议推广到以任意d-维量子纠缠态为量子
信道的情形.这些协议的主要策略是非对称基测量、广义投影测量和相应的局部变换.
Abstract:

参考文献/References

 
[1]BENNETTCH,BRASSARDG,CREPEAUC,etal.TeleportinganunknownsuantumstateviadualclassicalandEinstein-Podolsky-Rosenchannels[J].PhysicalReviewLetters,1993,70(13):1895.
[2]BOUWMEESTERD,PANJW,MATTLEK,etal.Experimentalquantumteleportation[J].Nature,1997,390(6660):575-579.
[3]PENGJY,MOZ W.Severalteleportationschemesofanarbitraryunknown multi-particlestateviadifferentquantumchannels [J].ChinesePhysicsB,2013,22(5):160-167.
[4]PENGJY,LUO M X,MOZW.Quantumtaskswithnon-maximallyquantumchannelsviapositiveoperatorvaluedmeasurement[J].InternationalJournalofTheoreticalPhysics,2013,52(1):253-265.
[5]ZHANGJH,HEGQ.Quantumnetworkdensecodingviacontinuous-variablegraphstates [J].QuantumInformationProcessing,2014,13(11):2437-2450.
[6]KOGIASI,XIANGY,HEQ,etal.Unconditionalsecurityofentanglement-basedcontinuous-variablequantumsecretsharing[J].PhysicalReview A,2017,95(1):012315.
[7]PENGJY,BAI M Q,MO Z W.Hierarchicalandprobabilisticquantumstatesharingviaanon-maximallyentangled|χ>state[J].ChinesePhysicsB,2014,23(1):010304.
[8]WANGTJ,ZHOU H Y,DENGFG.Quantumstatesharingofanarbitrarym-quditstatewithtwo-quditentanglementsandgeneralizedBell-statemeasurements[J].PhysicaAStatistical Mechanics & Its Applications,2008,387(18):4716-4722.
[9]PENGJY,MO Z W.Quantumsharinganunknownmulti-particlestateviaPOVM [J].InternationalJournalofTheoreticalPhysics,2013,52(2):620-633.
[10]MOUSSA M H Y.Teleportationwithidentityinterchangeofquantumstates [J].PhysicalReview A,1997,55(5):R3287-R3290.
[11]HAMADAK,HIROTSUS,UCHIWAH,etal.OptimalSchemesofTeleportationOne-ParticleStatebyaThree-ParticleGeneralW State [J].CommunicationsinTheoreticalPhysics,2010,15(5):852-854.
[12]LEEJ,MIN H,OHSD.Multipartiteentanglementforentanglementteleportation [J].PhysicalReviewA,2002,66(5):357-364.
[13]DAVIDOVICHL,ZAGURYN ,BRUNE M ,etal.Teleportationofanatomicstatebetweentwocavitiesusingnonlocalmicrowavefields[J].PhysicalReviewA,1994,50(2):R895-R898.
[14]KARLSSON A,BOURENNANE M.Quantumteleportationusingthree-particleentanglement[J].PhysicalReviewA,1998,58(6):4394-4400.
[15]GAOT,YANFL,WANGZX.Controlledquantumteleportationandsecure directcommunication [J].ChinesePhysicsB,2005,14(5):893-897.
[16]CHEN Y.Bidirectionalquantumcontrolledteleportationbyusingagenuinesix-qubitentangledstate[J].InternationalJournalofTheoreticalPhysics,2014,54(1):269-272.
[17]YANGCP,CHUSI,HANSY.Efficientmany-partycontrolledteleportationofmultiqubitquantuminformationvia entanglement[J].Physical Review A,2004,70(2):022329.·42·第8期彭家寅:基于高维纠缠信道的受控隐形传态
[18]DENGFG,LICY,LIYS,etal.Controlledteleportationofanarbitrarytwo-particleentangledstatewithtwoGreenberger-Horne-ZeilingerstatesandBell-basismeasurements,anditsapplicationinquantum secretsharing [J].IEEEJournalofQuantum Electronics,2005,9(12):1135-1138.
[19]ZHOUP,LIXH,DENGFG,etal.Multiparty-controlledteleportationofanarbitrarym-quditstatewithapureentangledquantumchannel[J].JournalofPhysicsA:MathematicalandTheoretical,2007,40(43):13121-13130.
[20]DONGJ,TENGJF.Controlledteleportationofanarbitraryn-quditstate using nonmaximally entangledGHZstates[J].EuropeanPhysicalJournalD,2008,49(1):129-134.
[21]WEIYZ,JIANG M.Multi-quditstatesharingviavarioushigh-dimensionalBellchannels[J].QuantumInformationProcessing,2015,14(3):1091-1102.
[22]TANGD W,WANG TJ,MISC,etal.High-dimensionalcircularquantumsecretsharingusingorbitalangularmomentum [J].InternationalJournalofTheoreticalPhysics,2016,55(11):4963-4971.
[23]LISW,JIANG M,JIANGF,etal.Multi-quditinformationsplittingwithmultiplecontrollers [J].QuantumInformationProcessing,2014,13(5):1057-1066.
[24]MARGARITAA M .Informationandentropiccharacteristicsofphotonandquditquantumstates[J].PhysciaScripta,2010,2010(T140):014027.
[25]ZHAN Y B,ZHANG Q Y,WANG Y W,etal.Schemesforteleportationofanunknownsingle-qubitquantumstatebyusinganarbitraryhigh-demensionalentangledstate[J].ChinesePhysicsLetters,2010,27(1):33-36.
[26]ZHANYB,MAPC,ZHANG Q Y.Remoteimplementationofanunknownsingle-qubitoperationbydifferentdimensionalquantumchannel[J].InternationalJournalof Quantum Information,2012,10 (7):1250074.
[27]YANGCP,CHUSI,HANS.Efficientmany-partycontrolledteleportationofmultiqubitquantuminformationviaentanglement[J].PhysicalReview A,2004,70(2):022329.

备注/Memo

备注/Memo:
更新日期/Last Update: 2019-09-22