Probabilistic one-time programs using quantum entanglement

被引:0
作者
Marie-Christine Roehsner
Joshua A. Kettlewell
Joseph Fitzsimons
Philip Walther
机构
[1] University of Vienna,Vienna Center for Quantum Science and Technology, Faculty of Physics
[2] Singapore University of Technology and Design,Centre for Quantum Technologies
[3] National University of Singapore,QuTech & Kavli Institute of Nanoscience
[4] Staple AI,undefined
[5] Horizon Quantum Computing,undefined
[6] Delft University of Technology,undefined
来源
npj Quantum Information | / 7卷
关键词
D O I
暂无
中图分类号
学科分类号
摘要
Quantum technology allows for unparalleled levels of data and software protection. Probabilistic one-time programs harness these capabilities for quantum-assisted classical computations by encoding classical software in small quantum states resulting in computer programs that can be used only once. Such self-destructing one-time programs facilitate a variety of applications reaching from software distribution to one-time delegation of signature authority. Whereas previous experiments demonstrated the feasibility of such schemes, the practical applications were limited. Here we present an improved protocol for one-time programs that resolves major drawbacks of previous schemes, by employing entangled qubit pairs. This results in four orders of magnitude higher count rates and the ability to execute a program long after the quantum information exchange has taken place. We implement a one-time delegation of signature authority over an underground fiber link between university buildings in downtown Vienna, emphasizing the compatibility of our scheme with prepare-and-measure quantum internet networks.
引用
收藏
相关论文
共 27 条
[1]  
Dunjko V(2014)Composable security of delegated quantum computation Adv. Cryptol.—ASIACRYPT 2014 8874 406-425
[2]  
Fitzsimons JF(2013)Blind quantum computation protocol in which alice only makes measurements Phys. Rev. A 87 050301-308
[3]  
Portmann C(2012)Demonstration of blind quantum computing Science 335 303-663
[4]  
Renner R(2016)Demonstration of measurement-only blind quantum computing New J. Phys. 18 013020-8
[5]  
Morimae T(1991)Quantum cryptography based on bell’s theorem Phys. Rev. Lett. 67 661-1162
[6]  
Fujii K(2018)Quantum advantage for probabilistic onetime programs Nat. Commun. 9 1-8
[7]  
Barz S(1997)Insecurity of quantum secure computations Phys. Rev. A 56 1154-11
[8]  
Greganti C(2017)A novel single-crystal & single-pass source for polarisationand colour-entangled photon pairs Sci. Rep. 7 032338-undefined
[9]  
Roehsner M-C(2018)Experimental preparation and verification of quantum money Phys. Rev. A 97 1-undefined
[10]  
Barz S(2018)Experimental investigation of practical unforgeable quantum money npj Quantum Inform. 4 1-undefined