应用量子计算机求解未解数学难题的可行性  

Feasibility of Solving Unsolved Mathematical Problems Using a Quantum Computer

作　　者：王飞风 覃宋林 焦健 张珂 蒋圣超 李飞 翟宏营 WANG Feifeng;QIN Songlin;JIAO Jian;ZHANG Ke;JIANG Shengchao;LIFei;ZHAI Hongying(Electric Power Research Institute of Guangxi Power Grid Co.,Ltd.,Guangxi,Nanning,530023,China;Guangxi University,Guangxi,Nanning,530004,China)

机构地区：[1]广西电网有限责任公司电力科学研究院,广西南宁530023 [2]广西大学,广西南宁530004

出　　处：《广西电力》2024年第4期54-57,共4页Guangxi Electric Power

基　　金：量子科技在电力领域的创新方向前瞻性技术研究(GXKJXM20240165)。

摘　　要：素数是数学中研究最多的领域之一,素数领域存在着诸如歌德巴赫猜想等尚未解决的难题。研究素数问题在完善和发展数学理论本身以及实际应用方面都有着重要的意义。本文介绍了歌德巴赫猜想这个经典数论问题的内涵和历史,探讨了利用量子计算机解决歌德巴赫猜想的可能途径。Prime numbers are one of the most studied fields in mathematics,and there are unsolved problems in the field of prime numbers,such as Goldbach's Conjecture.The study of prime numbers is of great significance in the improvement and development of mathematical theory itself as well as its practical application.This paper introduces the connotation and history of Goldbach's Conjecture,a classical number theory problem,and discusses possible ways to solve it by using a quantum computer.

关 键 词：素数问题 歌德巴赫猜想 量子计算机 

分 类 号：O156[理学—数学] TP30[理学—基础数学]