Algorithmic cooling and scalable NMR quantum computers
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nist抗量子计算NIST(美国国家标准与技术研究所)是美国政府机构,负责制定并推动技术标准的发展。
近年来,随着量子计算技术的迅速发展,NIST已经成为全球量子计算领域的重要参与者。
NIST抗量子计算旨在保护当前的计算系统,以防止未来量子计算机的攻击。
传统的计算机使用的是二进制位(比特)作为数据的基本单元,而量子计算机则使用量子位(量子比特或称为qubit)来处理和存储信息。
量子计算机不同于传统计算机,它利用量子叠加和量子纠缠的特性,在处理复杂问题时表现出超强计算能力。
然而,量子计算机的崛起也给当前的加密系统带来了巨大挑战。
传统的加密算法,如RSA和Diffie-Hellman,基于大素数分解难题和离散对数难题的复杂性。
然而,量子计算机可以通过量子因子分解和量子离散对数算法迅速破解这些加密算法,从而使传统的加密通信变得不再安全。
为了解决这个问题,NIST在2016年启动了一个全球性的抗量子计算标准化竞赛。
该竞赛旨在发展新的加密算法,能够在量子计算机的威胁下保持信息安全。
竞赛的目标是选择一种或多种量子安全算法,并将其纳入到全球加密和身份验证标准中。
竞赛面向全球各个领域的专家,包括学术界、工业界和政府机构。
通过广泛的评估和筛选,NIST将从数百个提交的加密算法中选择出最佳的候选算法。
这些选定的算法将会作为量子安全算法标准,并将在国际上得到推广和采用。
NIST抗量子计算竞赛历经数轮,目前已经评选出了一批候选算法。
这些算法包括基于格的加密算法、多变化的有限域加密算法、哈希函数、数字签名等。
这些算法都采用了不同的技术,以抵抗量子计算机的攻击。
候选算法将在未来的几年内进行进一步的研究和评估,在确保其强安全性和高效性之后,有望成为量子安全加密的有效解决方案。
NIST的抗量子计算工作不仅局限于标准化竞赛。
该机构还致力于推动量子计算机的研究和发展。
NIST负责导航和推动量子计算机的标准化工作,并开展各种研究和实验,以解决量子计算机的挑战和问题。
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英语科技翻译考试题及答案一、单选题(每题2分,共20分)1. The term "nanotechnology" refers to the technology that deals with structures on a scale of ________.A. nanometersB. millimetersC. centimetersD. meters答案:A2. In the context of artificial intelligence, "neural network" is a model inspired by ________.A. human brainB. computer algorithmsC. natural languageD. mechanical engineering答案:A3. The process of converting solar energy into electricity is known as ________.A. photosynthesisB. thermodynamicsC. solar photovoltaicsD. nuclear fusion答案:C4. Which of the following is not a characteristic of a quantum computer?A. SuperpositionB. EntanglementC. DeterministicD. Quantum tunneling答案:C5. The term "biotechnology" is often associated with the manipulation of ________.A. electronic devicesB. living organismsC. chemical compoundsD. geological formations答案:B6. In the field of robotics, "actuator" refers to a component that ________.A. senses the environmentB. processes informationC. moves or controls a mechanismD. stores energy答案:C7. "Internet of Things" (IoT) involves the interconnection of everyday objects, enabling them to send and receive data,which is based on ________.A. cloud computingB. artificial intelligenceC. machine learningD. traditional networking答案:A8. The abbreviation "AI" stands for ________.A. Artificial IntelligenceB. Artificial InputC. Advanced InterfaceD. Automated Interaction答案:A9. "Genetic engineering" involves the ________ of an organism's genes.A. removalB. additionC. modificationD. replication答案:C10. "Cybersecurity" is concerned with protecting ________.A. physical infrastructureB. digital informationC. environmental resourcesD. financial assets答案:B二、填空题(每题2分,共20分)1. The smallest unit of data in computing is called a________.答案:bit2. A ________ is a type of computer system designed to recognize, interpret, and simulate human actions.答案:robot3. In computer science, "algorithm" refers to a well-defined procedure that produces an answer to a ________.答案:problem4. The study of the behavior and interactions of dispersed phase(s) in a fluid medium is known as ________.答案:fluid mechanics5. A ________ is a device that uses light to transmit information.答案:fiber optic6. The process of converting data into a format that can be easily shared or analyzed is called ________.答案:data mining7. "Virtual reality" is a computer-generated simulation of a ________ environment.答案:three-dimensional8. The ________ is a set of rules that defines how data is formatted, transmitted, received, and processed.答案:protocol9. A ________ is a type of computer program that canreplicate itself and often spread to other computers.答案:virus10. "Machine learning" is a subset of artificial intelligence that allows computers to learn from and make decisions based on ________.答案:data三、阅读理解题(每题5分,共30分)阅读以下段落,并回答问题。
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量子计算的5种路径
1.基于超导量子比特的路径:这是目前最有希望实现可扩展的量子计算的路径之一。
在这种方法中,超导量子比特通过超导线路进行控制和测量。
这种方法的优点是易于制造和控制,并且可以扩展到更大的量子系统。
2. 基于离子阱的路径:这是另一种可扩展的量子计算路径。
在
这种方法中,离子被困在一个电磁场中,并通过激光进行控制和测量。
这种方法的优点是非常精确和可靠,并且可以扩展到大规模量子系统。
3. 基于量子点的路径:量子点是一种微小的半导体结构,可以
用来制造量子比特。
这种方法的优点是易于制造和控制,并且可以用来制造大规模量子系统。
4. 基于拓扑量子计算的路径:这是一种新兴的量子计算路径,
利用拓扑结构的量子态进行计算。
这种方法的优点是非常稳定,可以对误差进行容错处理。
5. 基于光学的路径:这种方法利用光子进行量子计算,可以通
过光学器件进行控制和测量。
这种方法的优点是非常快速和高效,但目前还没有找到一种可扩展的方法来制造大规模的光子量子系统。
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多尺度量子谐振子算法 (MSQRA)简介多尺度量子谐振子算法是一种受量子谐振子启发的经典优化算法。
它利用分层结构和谐振原理来优化复杂问题。
原理MSQRA 将优化问题表示为一个层级结构,其中每个层代表一个不同的尺度。
算法通过在每个层级上使用量子谐振子进行优化,并通过层级结构传播信息来实现。
量子谐振子是一个描述粒子在势场中振荡的方程。
在 MSQRA 中,量子谐振子用作优化函数,其中粒子的位置表示解决方案,势场表示目标函数。
算法流程1.初始化:初始化量子谐振子的位置和动量。
2.层级划分:将问题划分为多个层级,每个层级具有不同的尺度。
3.优化:在每个层级上使用量子谐振子进行优化。
4.层级传播:将优化信息从较小尺度的层级传播到较大尺度的层级。
5.重复:重复步骤 2-4,直到达到停止条件。
优点•全局搜索能力:MSQRA 能够探索广泛的解空间,因为它利用了多个层级结构。
•精度:量子谐振子提供了精确的优化能力。
•效率:层级传播机制可以加快优化过程。
•可扩展性:算法可以应用于大规模和高维问题。
应用MSQRA 已被成功应用于各种优化问题,包括:•超参数优化•神经网络训练•组合优化•工程设计局限性•计算成本:MSQRA 算法在某些情况下可能是计算密集型的。
•超参数依赖性:算法的性能取决于其超参数,需要仔细调整。
•局部最优:与其他优化算法类似,MSQRA 也可能陷入局部最优。
结论多尺度量子谐振子算法是一种强大的优化算法,它结合了量子谐振子原理和分层结构。
它适用于广泛的优化问题,并具有全局搜索能力、精度和效率。
然而,算法的计算成本和超参数依赖性也需要考虑。
rXiv:quant-ph/0106093 v1 18 Jun 2001AlgorithmicCoolingandScalableNMRQuantumComputers
P.OscarBoykin,TalMor,VwaniRoychowdhury,FarrokhVatan,andRutgerVrijen1.ElectricalEngineeringDepartment,UCLA,LosAngeles,CA90095,USA.2.ElectricalEngineeringDepartment,CollegeofJudeaandSamaria,Ariel,Israel.3.JetPropulsionLaboratory,CaliforniaInstituteofTechnology,4800OakGroveDrivePasadena,CA911094.SunMicrosystemsLaboratories,MountainView,CA,USA*Towhomcorrespondenceshouldbeaddressed.Email:talmo@cs.technion.ac.il
AbstractWepresentherealgorithmiccooling(viapolarization-heat-bath)—apowerfulmethodforobtain-ingalargenumberofhighlypolarizedspinsinliquidnuclear-spinsystemsatfinitetemperature.Giventhatspin-halfstatesrepresent(quantum)bits,algorithmiccoolingcleansdirtybitsbeyondtheShan-non’sboundondatacompression,byemployingasetofrapidlythermal-relaxingbits.Suchauxiliarybitscouldbeimplementedusingspinsthatrapidlygetintothermalequilibriumwiththeenvironment,e.g.,electronspins.Coolingspinstoaverylowtemperaturewithoutcoolingtheenvironmentcouldleadtoabreak-throughinnuclearmagneticresonanceexperiments,andour“spin-refrigerating”methodsuggeststhatthisispossible.ThescalingofNMRensemblecomputersisprobablythemainobstacletobuildingusefulquantumcomputingdevices,andourspin-refrigeratingmethodsuggeststhatthisproblemcanberesolved.1IntroductionEnsemblecomputingisbasedonamodelcomprisedofamacroscopicnumberofcomputers,wherethesamesetofoperationsisperformedsimultaneouslyonallthecomputers.Theconceptofensemblecom-putingbecameveryimportantrecently,duetothefactthatNMRquantumcomputers[1]performensemblecomputing.NMRquantumcomputinghasalreadysucceededinperformingcomplexoperationsinvolvingupto7-8qubits(quantumbits),andtherefore,NMRquantumcomputersarecurrentlythemostsuccessfulquantumcomputingdevices.InNMRquantumcomputingeachcomputerisrepresentedbyasinglemolecule,andthequbitsofthecomputerarerepresentedbythenuclearspinsembeddedinasinglemolecule.Amacroscopicnumberofidenticalmoleculesisavailableinabulksystem,andthesemoleculesactasmanycomputersperformingthesamecomputationinparallel.Toperformadesiredcomputation,thesamesequenceofexternalpulsesisappliedtoallthemolecules/computers.Finally,ameasurementofthestateofasinglequbitisperformedbyaveragingoverallcomputers/moleculestoreadouttheoutputonaparticularbitonallcomputers.Duetotheuseofamacroscopicnumberofmolecules,theoutputisanoticeablemagneticsignal.Ithasbeenshownthatalmostallknownquantumalgorithmsdesignedfortheusualsingle-computermodel,canbeadaptedtobeimplementedonensemblecomputers[2],andinparticular,theseensemblecomputerscanperformfastfactorizationoflargenumbers[3]andfastdata-basesearch[4].Unfortunately,thewide-spreadbeliefisthateventhoughensemblequantumcomputationisapowerfulschemefordemonstratingfundamentalquantumphenomena,itisnotscalable(seeforinstance[5,6,7]).Inparticular,inthecurrentapproachestoensemblecomputing,identifyingthestateofthecomputerrequiressensingsignalswithsignal-to-noiseratiosthatareexponentiallysmallin,thenumberofqubitsinthesystem.Werefertothiswell-knownproblemasthescalingproblem.Theoriginofthescalingproblemisexplainedinthefollowing.Theinitialstateofeachqubit,whenaveragedoverallcomputers(amacroscopicnumber),ishighlymixed,withonlyasmallbiastowardsthezerostate.Atthermalequilibriumthestateis
(1)wheretheinitialbias,,ismainlydeterminedbythemagneticfieldandthetemperature,butalsodependsonthestructureandtheelectronicconfigurationsofthemolecule.Foranidealsystem,onehas
leadingto,meaningthatthestateiswithprobabilityone,and
itiswithprobabilityzero.Foratotallymixedsystem,,hencetheprobabilitiesofandarebothequaltohalf.Wealsodefinetobetheinitialerrorprobability.Typically,isaroundfortheliquidNMRsystemsinuse[1],andcanprobablybeimproved(increased)agreatdealinthe
2nearfuture.EspeciallypromisingdirectionsaretheuseofliquidcrystalNMRforquantumcomputing[8],andtheuseofaSWAPoperationforthenuclearspinandtheelectronspinknownasENDORtechnique[9].Thestateofan-qubitsystemintheidealcaseiswith(atensorproductofsinglequbitstates).Ingeneral,theinitialstateofan-qubitliquidNMRsystemcanberepresentedasatensorproductofstatesoftheindividualqubits:
(2)Thisstatecanalsobewrittenas,amixtureofallstates—thebasisvectorsofthesystem,and(forqubits)isa-bitbinarystring.E.g.,fortwoqubits,.Infact,theinitialbiasisnotthesameoneachqubit[10],butaslongasthedifferencesbetweenthesebiasesaresmallwecanignorethisfactinouranalysis.Theanalysiswedolateroniscorrectifwereplacealltheseslightlydifferentinitialbiasesbytheirminimumvalueandcallthisvalue.Currently,researchersusetheso-called“pseudopurestate(PPS)”techniquetoperformcomputationswithsuchhighlymixedinitialstates.Inthistechnique,theinitialmixeddensitymatrixistransformedtoastate