Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Springer eBooks

Secure Quantum Network Coding Theory

Tao Shang, Jianwei Liu

Published Jan 1, 2020• 7 citations
Publisher
DOI
10.1007/978-981-15-3386-0

Related papers

Secure quantum network coding for controlled repeater networks

Tao Shang, Jiao Li, Jianwei Liu

Quantum Information Processing•Apr 26, 2016•8 citations

Secure quantum network coding based on quantum homomorphic message authentication

Zhenzhen Li, Gang Xu, Xiu‐Bo Chen +1 more

Quantum Information Processing•Nov 23, 2018•12 citations

A Secure Quantum Network Coding Scheme with Identity Authentication

Xiaojie Zhao, Tao Shang, Jiao Li +2 more

Sensor Letters•Feb 1, 2014•2 citations

Coding Theoretic Study of Secure Network Coding and Quantum Secret Sharing

隆太郎 松本, Ryutaroh Matsumoto

•Oct 1, 2014•0 citations

Quantum Remote State Preparation Based on Quantum Network Coding

Zhenzhen Li, Zichen Li, Yiru Sun +3 more

As an innovative theory and technology, quantum network coding has become the research hotspot in quantum network communications. In this paper, a quantum remote state preparation scheme based on quantum network coding is proposed. Comparing with the general quantum remote state preparation schemes, our proposed scheme brings an arbitrary unknown quantum state finally prepared remotely through the quantum network, by designing the appropriate encoding and decoding steps for quantum network coding. What is worth mentioning, from the network model, this scheme is built on the quantum k-pair network which is the expansion of the typical bottleneck network—butterfly network. Accordingly, it can be treated as an efficient quantum network preparation scheme due to the characteristics of network coding, and it also makes the proposed scheme more applicable to the large-scale quantum networks. In addition, the fact of an arbitrary unknown quantum state remotely prepared means that the senders do not need to know the desired quantum state. Thus, the security of the proposed scheme is higher. Moreover, this scheme can always achieve the success probability of 1 and 1-max flow of value k. Thus, the communication efficiency of the proposed scheme is higher. Therefore, the proposed scheme turns out to be practicable, secure and efficient, which helps to effectively enrich the theory of quantum remote state preparation.

Computers, materials & continua/Computers, materials & continua (Print)•Jan 1, 2022•2 citations

Quantum Network Coding

Ri‐Gui Zhou, Xiaoxue Zhang, Lin-Tao Du

Springer eBooks•Jan 1, 2024•1 citation
As an innovative theory and technology, quantum network coding has become the research hotspot in quantum network communications. In this paper, a quantum remote state preparation scheme based on quantum network coding is proposed. Comparing with the general quantum remote state preparation schemes, our proposed scheme brings an arbitrary unknown quantum state finally prepared remotely through the quantum network, by designing the appropriate encoding and decoding steps for quantum network coding. What is worth mentioning, from the network model, this scheme is built on the quantum k-pair network which is the expansion of the typical bottleneck network—butterfly network. Accordingly, it can be treated as an efficient quantum network preparation scheme due to the characteristics of network coding, and it also makes the proposed scheme more applicable to the large-scale quantum networks. In addition, the fact of an arbitrary unknown quantum state remotely prepared means that the senders do not need to know the desired quantum state. Thus, the security of the proposed scheme is higher. Moreover, this scheme can always achieve the success probability of 1 and 1-max flow of value k. Thus, the communication efficiency of the proposed scheme is higher. Therefore, the proposed scheme turns out to be practicable, secure and efficient, which helps to effectively enrich the theory of quantum remote state preparation.