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

Information-Theoretic Security Protocols for Quantum Key Distribution

Jincheng Zhang

Published Aug 28, 2026• 0 citations
Publisher

Abstract

This paper investigates the design of quantum key distribution (QKD) protocols rooted in information-theoretic principles. Traditional QKD approaches often rely on the presumed computational hardness of certain mathematical problems. This work advocates for a paradigm shift, utilizing concepts such as channel capacity and mutual information to establish security guarantees directly. We explore protocols that explicitly measure and manage information flow between sender and receiver, drawing upon channel capacity to mitigate eavesdropping attempts. The core contribution lies in a framework for designing QKD protocols that are resilient to channel impairments and provide verifiable security bounds based on information-theoretic metrics. The proposed designs offer a more robust and fundamental approach to QKD security, independent of computational assumptions. We present a detailed analysis of key aspects including channel capacity limits, mutual information calculations, and the resulting security parameters.

DOI
10.5281/zenodo.22137242

Related papers

Enhancing the Security of Quantum Key Distribution Protocols Based on Information Theory

Jincheng Zhang

This paper investigates the enhancement of Quantum Key Distribution (QKD) protocols utilizing the principles of information theory. Traditional QKD protocols often rely on simplified models and assumptions, leading to potential security vulnerabilities. We propose a framework for strengthening these protocols by rigorously applying information-theoretic concepts, specifically focusing on quantifying information rates, channel capacities, and the impact of noise. This work introduces a refined model incorporating error correction codes and explores methods for optimizing key rates while maintaining robust security. The core claim is that leveraging information theory's theoretical foundations can significantly improve the security and efficiency of QKD protocols. Specifically, we examine the trade-offs between key rate, key agreement time, and security level, offering a pathway towards more practical and secure QKD implementations. The analysis demonstrates the critical role of precise information modeling in mitigating potential attacks and enhancing the overall performance of QKD systems. ---

•Sep 4, 2026•0 citations

Towards Optimized Quantum Key Distribution Protocols Based on Information Theory

Jincheng Zhang

This paper investigates the optimization of Quantum Key Distribution (QKD) protocols through the application of information-theoretic principles. The core claim is that leveraging information theory's theoretical foundations can significantly enhance the efficiency and security of QKD protocols. The proposed mechanism centers around the design of novel QKD protocols that integrate quantum error correction codes and classical channel coding, aiming to boost key distribution rates while maintaining robust security. This work explores various modifications and enhancements to existing QKD schemes, focusing on reducing the overhead associated with error correction and distillation processes. The analysis employs concepts from channel capacity, mutual information, and error correction theory to quantify the performance improvements. Ultimately, this research provides a framework for designing more practical and secure QKD systems.

•Aug 29, 2026•0 citations

#基于量子密钥分发的信道容量分析

Jincheng Zhang

This paper presents a comprehensive analysis of the channel capacity for Quantum Key Distribution (QKD) channels. The core aim is to provide a rigorous theoretical framework for understanding and optimizing QKD systems, ultimately guiding their practical implementation. We leverage principles from quantum information theory to quantify the information transmission capabilities within a QKD channel. This analysis considers various factors including quantum noise, channel loss, and the specific QKD protocol employed. The results contribute to a deeper understanding of the fundamental limits of QKD and offer valuable insights for designing more robust and efficient quantum key distribution systems. We define channel capacity as *C* where *C* = *I(X;Y)*, with *I(X;Y)* representing the mutual information between the input qubits *X* and the output qubits *Y*. The theoretical framework presented here will be instrumental in future research and development within the field of quantum cryptography.

•Sep 5, 2026•0 citations

Quantum Key Distribution Protocols with Device-Independent Security

Jincheng Zhang

This paper explores the design and theoretical foundations of quantum key distribution (QKD) protocols engineered for device-independent security. The core argument presented is that achieving unconditional security in QKD is possible without relying on the assumption of perfect hardware, a limitation inherent in many existing protocols. We propose a framework leveraging Bell inequality violations to establish secure key exchange, offering a fundamentally different approach compared to traditional protocols. This approach aims to mitigate the risks associated with side-channel attacks and device imperfections. The protocol outlined here represents a significant step towards realizing truly robust and secure quantum communication systems, offering a pathway for building cryptographic infrastructure resilient to evolving threats. The key contributions lie in the theoretical rigor applied to device independence and the utilization of Bell tests as a core mechanism for establishing security. The presented model offers a starting point for future research and development in this critical area of quantum cryptography.

•Aug 31, 2026•0 citations

Enhancing the Security of Quantum Key Distribution Protocols Based on Quantum Decoherence

Jincheng Zhang

This paper investigates the enhancement of security within Quantum Key Distribution (QKD) protocols through the strategic utilization of quantum decoherence. Current QKD protocols often rely heavily on classical cryptographic techniques, leaving them vulnerable to sophisticated attacks. This research proposes a novel approach that leverages the inherent properties of quantum decoherence to bolster the security of Quantum Key Distribution (QKD) protocols. Specifically, we explore the implementation of quantum decoherence codes and adapted Quantum Key Agreement (QKA) protocols. The core claim is that by incorporating quantum decoherence, we can significantly improve the resilience of QKD against eavesdropping attacks. Our methodology focuses on designing protocols that exploit the probabilistic nature of quantum measurement and the effects of decoherence to disrupt potential interception attempts. We define key parameters related to decoherence rates, measurement strengths, and error correction strategies. The theoretical framework presented demonstrates the potential for enhanced security, offering a new direction for future QKD research and development. The goal is to move beyond purely classical security assumptions and embrace the unique vulnerabilities associated with quantum systems.

•Sep 5, 2026•0 citations

Distributed Quantum Key Distribution Protocols: Resilience Optimization

Jincheng Zhang

This paper investigates the optimization of distributed quantum key distribution (QKD) protocols with a focus on resilience enhancement. The core claim centers around improving both the security and efficiency of key distribution by strategically incorporating redundancy and error correction mechanisms. The proposed approach leverages the unique characteristics of quantum communication protocols, specifically utilizing redundant quantum channels and advanced error-correcting codes to achieve robust key exchange. The method addresses the limitations of existing QKD protocols in the face of channel noise and potential eavesdropping attacks. Mathematical models are presented to illustrate the key concepts and design choices. The optimization strategy is designed to maximize key rates while simultaneously mitigating the impact of channel imperfections, ultimately leading to more secure and reliable quantum key distribution systems. This work provides a theoretical framework for resilient QKD, offering a foundation for future implementations and further research in this critical field.

•Sep 6, 2026•0 citations
This paper investigates the design of quantum key distribution (QKD) protocols rooted in information-theoretic principles. Traditional QKD approaches often rely on the presumed computational hardness of certain mathematical problems. This work advocates for a paradigm shift, utilizing concepts such as channel capacity and mutual information to establish security guarantees directly. We explore protocols that explicitly measure and manage information flow between sender and receiver, drawing upon channel capacity to mitigate eavesdropping attempts. The core contribution lies in a framework for designing QKD protocols that are resilient to channel impairments and provide verifiable security bounds based on information-theoretic metrics. The proposed designs offer a more robust and fundamental approach to QKD security, independent of computational assumptions. We present a detailed analysis of key aspects including channel capacity limits, mutual information calculations, and the resulting security parameters.
This paper investigates the enhancement of Quantum Key Distribution (QKD) protocols utilizing the principles of information theory. Traditional QKD protocols often rely on simplified models and assumptions, leading to potential security vulnerabilities. We propose a framework for strengthening these protocols by rigorously applying information-theoretic concepts, specifically focusing on quantifying information rates, channel capacities, and the impact of noise. This work introduces a refined model incorporating error correction codes and explores methods for optimizing key rates while maintaining robust security. The core claim is that leveraging information theory's theoretical foundations can significantly improve the security and efficiency of QKD protocols. Specifically, we examine the trade-offs between key rate, key agreement time, and security level, offering a pathway towards more practical and secure QKD implementations. The analysis demonstrates the critical role of precise information modeling in mitigating potential attacks and enhancing the overall performance of QKD systems. ---
This paper investigates the optimization of Quantum Key Distribution (QKD) protocols through the application of information-theoretic principles. The core claim is that leveraging information theory's theoretical foundations can significantly enhance the efficiency and security of QKD protocols. The proposed mechanism centers around the design of novel QKD protocols that integrate quantum error correction codes and classical channel coding, aiming to boost key distribution rates while maintaining robust security. This work explores various modifications and enhancements to existing QKD schemes, focusing on reducing the overhead associated with error correction and distillation processes. The analysis employs concepts from channel capacity, mutual information, and error correction theory to quantify the performance improvements. Ultimately, this research provides a framework for designing more practical and secure QKD systems.
This paper presents a comprehensive analysis of the channel capacity for Quantum Key Distribution (QKD) channels. The core aim is to provide a rigorous theoretical framework for understanding and optimizing QKD systems, ultimately guiding their practical implementation. We leverage principles from quantum information theory to quantify the information transmission capabilities within a QKD channel. This analysis considers various factors including quantum noise, channel loss, and the specific QKD protocol employed. The results contribute to a deeper understanding of the fundamental limits of QKD and offer valuable insights for designing more robust and efficient quantum key distribution systems. We define channel capacity as *C* where *C* = *I(X;Y)*, with *I(X;Y)* representing the mutual information between the input qubits *X* and the output qubits *Y*. The theoretical framework presented here will be instrumental in future research and development within the field of quantum cryptography.
This paper explores the design and theoretical foundations of quantum key distribution (QKD) protocols engineered for device-independent security. The core argument presented is that achieving unconditional security in QKD is possible without relying on the assumption of perfect hardware, a limitation inherent in many existing protocols. We propose a framework leveraging Bell inequality violations to establish secure key exchange, offering a fundamentally different approach compared to traditional protocols. This approach aims to mitigate the risks associated with side-channel attacks and device imperfections. The protocol outlined here represents a significant step towards realizing truly robust and secure quantum communication systems, offering a pathway for building cryptographic infrastructure resilient to evolving threats. The key contributions lie in the theoretical rigor applied to device independence and the utilization of Bell tests as a core mechanism for establishing security. The presented model offers a starting point for future research and development in this critical area of quantum cryptography.
This paper investigates the enhancement of security within Quantum Key Distribution (QKD) protocols through the strategic utilization of quantum decoherence. Current QKD protocols often rely heavily on classical cryptographic techniques, leaving them vulnerable to sophisticated attacks. This research proposes a novel approach that leverages the inherent properties of quantum decoherence to bolster the security of Quantum Key Distribution (QKD) protocols. Specifically, we explore the implementation of quantum decoherence codes and adapted Quantum Key Agreement (QKA) protocols. The core claim is that by incorporating quantum decoherence, we can significantly improve the resilience of QKD against eavesdropping attacks. Our methodology focuses on designing protocols that exploit the probabilistic nature of quantum measurement and the effects of decoherence to disrupt potential interception attempts. We define key parameters related to decoherence rates, measurement strengths, and error correction strategies. The theoretical framework presented demonstrates the potential for enhanced security, offering a new direction for future QKD research and development. The goal is to move beyond purely classical security assumptions and embrace the unique vulnerabilities associated with quantum systems.
This paper investigates the optimization of distributed quantum key distribution (QKD) protocols with a focus on resilience enhancement. The core claim centers around improving both the security and efficiency of key distribution by strategically incorporating redundancy and error correction mechanisms. The proposed approach leverages the unique characteristics of quantum communication protocols, specifically utilizing redundant quantum channels and advanced error-correcting codes to achieve robust key exchange. The method addresses the limitations of existing QKD protocols in the face of channel noise and potential eavesdropping attacks. Mathematical models are presented to illustrate the key concepts and design choices. The optimization strategy is designed to maximize key rates while simultaneously mitigating the impact of channel imperfections, ultimately leading to more secure and reliable quantum key distribution systems. This work provides a theoretical framework for resilient QKD, offering a foundation for future implementations and further research in this critical field.