WASHINGTON, Jan. 31 -- A study on quantum communication made by Chinese scientists will receive the 2018 Newcomb Cleveland Prize as it laid the groundwork for ultra-secure communication networks of the future.
The American Association for the Advancement of Science (AAAS) announced Thursday that a team of 34 Chinese physicists led by Pan Jianwei with the University of Science and Technology of China had won the award that will be delivered on Feb. 14.
This is the first time that a Chinese team wins the prize with its home-grown research.
Pan and his Chinese colleagues used a satellite called Quantum Experiments at Space Scale (QUESS) or Micius to send entangled photon pairs through the near-vacuum of space, measuring the quantum keys at receiving stations over 1,200 kilometers apart.
Scientists found that when two entangled particles are separated, one particle can somehow affect the action of the far-off twin instantly, which is what Albert Einstein described as a "spooky action at a distance."
If researchers are able to maintain entanglement over long distances, an "hack-proof" messaging encryption system could evolve, according to Pan's study published in the journal Science in June of 2017.
The research shows that a network of satellites could one day form the infrastructure of a quantum internet.
"In principle, methods based on the phenomenon of quantum entanglement represent solutions to the problem of perfectly secure communication," said Jeremy Berg, editor-in-chief of Science and chair of the Newcomb Cleveland Prize Selection Committee.
"However, many challenges remain in converting these in principle methods into practice," said Berg. "The Newcomb Cleveland Prize winning paper presents a substantial step in addressing these challenges, demonstrating quantum communication over very long distances."
Previously, entanglement distribution had only been achieved at a distance up to 100 kilometers due to photon loss in optical fibers or terrestrial free space.
The Newcomb Cleveland Prize, AAAS' oldest award, has honored the most impactful research paper published in the journal Science since 1923.
GRE数学考生回忆(2)
GRE数学正态分布考点的基本概念
GRE数学考生回忆(5)
新GRE数学备考策略一览
关于GRE数学备考参考书分析
GRE数学读不懂题目怎么办?
GRE数学考生回忆(7)
GRE数学常用单词汇总:C
GRE数学单位转换的细则
GRE数学考生回忆(8)
GRE数学常见表达式汇总
GRE数学常错点集合
GRE数学题型解析一览
GRE数学重要知识点汇总
GRE数学考生回忆(12)
GRE数学基础知识:数理统计
GRE数学知识点分析
GRE数学:统计学难点总结
解析GRE数学的复习要点:代数
GRE数学复习的三个重点
GRE数学考试时间有多长?
GRE数学:读不懂题目怎么办
GRE巧用代入法和范围界定解数学题
根据GRE数学考点目录审查自己的弱点
新GRE《OG》数学题精选及答案(1)
GRE数学考生回忆(11)
14道关于圆的GRE数学练习题集合
新GRE数学解题方法分析
GRE数学概率考点分析
GRE数学考生回忆(9)
| 不限 |
| 英语教案 |
| 英语课件 |
| 英语试题 |
| 不限 |
| 不限 |
| 上册 |
| 下册 |
| 不限 |