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arXiv:2304.02999 · Lecture notes in computer science

Robust Quantum Public-Key Encryption with Applications to Quantum Key Distribution

Giulio Malavolta, Michael Walter

Published Jan 1, 2024• 12 citations
arXivHTMLPDF
DOI
10.1007/978-3-031-68394-7_5

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Key distribution is the strength of any cryptographic system as the security of any communication is totally depends on the secret key. Therefore, it is important to have secure key distribution system because if the key get compromised then whole system will get compromised. This research proposed Elgamal cryptographic scheme base on Quantum Key Distribution (QKD). Diffie-Hellman key exchange the initial key exchange employed by Elgamal is replaced with QKD. The QKD is used to generate and distribute the quantum key to be used by the receiver (Fatima) to encrypt the public key that is to be sent to sender (Abubakar) using Blowfish algorithm. The QK is also the key to be used by Blowfish to decrypt the public key that is going to be used in the encryption of the message M using Elgamal. The security of the proposed system is also discussed in the last section of this research. There is going to be a performance overhead because of the additional encryption and decryption of the public key using Blowfish private key algorithm. The Quantum key is going to be used during the encryption and decryption of the public key.

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Abstract The evolution of quantum computers is considered a serious threat to public‐key cryptosystems (e.g. RSA, ECDSA, ECDH, etc.). This is indeed a big concern for security of the Internet and other data communication and storage systems. The reason is that public‐key schemes are the basis in the generation of shared symmetric keys that are used to perform data encryption/decryption in communication and data transfer protocols. One possible approach to address this issue is to use Quantum Key Distribution (QKD) (instead of public‐key schemes) for the ultra‐secure generation of symmetric keys. QKD is a physical layer technology that allows two parties (equipped with optical communication interfaces) to generate secure random keys over a quantum channel that is immune to eavesdropping threats. The keys are then used by symmetric encryption schemes (e.g. AES) to encrypt data over classical channels. This allows us to have data encryption/decryption without needing a public‐key scheme. However, due to its inherent characteristics, the implementation of QKD has mostly been considered in particular contexts only (e.g. backhaul networks, point‐to‐point connections, optical networks, etc.). This indeed limits the utility of QKD technology to only some particular applications while it has the potential to be used in a wide range of used cases. Motivated by this (increasing the usability of QKD technology), in this study, the authors propose a model that enables SDN‐based networks to utilise QKD technology and provide QKD security service (i.e., random key generation service) to network applications and security protocols in a practical and efficient way. In the proposed approach, secret keys are generated based on the distribution of quantum entanglement between QKD nodes deployed in the network. The significant characteristic of our proposed model is that it does not rely on quantum repeaters to operate. This also improves the efficiency of the employed QKD mechanisms in terms of the key generation rate.

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Quantum key distribution is an innovative technique to distribute encryption keys without compromise. This paper focuses on the application of this technique to achieve reliable communication in an ever-evolving and increasingly vulnerable environment. Designers of cryptosystems have three basic objectives; designing cryptographic algorithms that adequately scramble the target data, developing strong encryption keys to lock and unlock the algorithm, and securely distributing the keys between communicating devices. The advance of quantum computing technologies threatens to expose the world's most prolific key method overnight. Though quantum computing is not yet a reality, the basic principles have been proven in laboratories. Furthermore, quantum computing has been shown to be especially suited for computations of complex mathematic equations; such as distilling the private keys from the public keys used in public key infrastructures (PKI). In this environment, it's comforting to know that the most advanced technology in the broad field of quantum communications just happens to be a new method of creating and distributing encryption keys. This technology is referred to as quantum key distribution (QKD). QKD technologies shift the current paradigm on two plains. The first is that it uses quantum principles, rather than conventional means, for distributing keys between devices. The quantum principles guarantee the key can not be intercepted during transmission without alerting the users of a compromise. The second shift is derived from the fact that encrypted data can not be intercepted today and decrypted at a later date when the computing power exists to crack the code. This shift is dependant on the use of a combination of QKD and one-time pad. Because of the quantum principles that QKD relies on, when a key is successfully created and shared, it can not be cracked using intercepted data. The keys are derived from a convergence of random operations conducted at the sender and receiver stations. Indeed, neither the sender nor the receiver can determine what the key will be until the entire process is completed. As a piece of our security infrastructure, QKD significantly raises our security posture. This paper explains the application of quantum principals used to enable QKD systems.

IEEE Military Communications Conference (MILCOM)•Nov 1, 2008•8 citations
Key distribution is the strength of any cryptographic system as the security of any communication is totally depends on the secret key. Therefore, it is important to have secure key distribution system because if the key get compromised then whole system will get compromised. This research proposed Elgamal cryptographic scheme base on Quantum Key Distribution (QKD). Diffie-Hellman key exchange the initial key exchange employed by Elgamal is replaced with QKD. The QKD is used to generate and distribute the quantum key to be used by the receiver (Fatima) to encrypt the public key that is to be sent to sender (Abubakar) using Blowfish algorithm. The QK is also the key to be used by Blowfish to decrypt the public key that is going to be used in the encryption of the message M using Elgamal. The security of the proposed system is also discussed in the last section of this research. There is going to be a performance overhead because of the additional encryption and decryption of the public key using Blowfish private key algorithm. The Quantum key is going to be used during the encryption and decryption of the public key.
Abstract The evolution of quantum computers is considered a serious threat to public‐key cryptosystems (e.g. RSA, ECDSA, ECDH, etc.). This is indeed a big concern for security of the Internet and other data communication and storage systems. The reason is that public‐key schemes are the basis in the generation of shared symmetric keys that are used to perform data encryption/decryption in communication and data transfer protocols. One possible approach to address this issue is to use Quantum Key Distribution (QKD) (instead of public‐key schemes) for the ultra‐secure generation of symmetric keys. QKD is a physical layer technology that allows two parties (equipped with optical communication interfaces) to generate secure random keys over a quantum channel that is immune to eavesdropping threats. The keys are then used by symmetric encryption schemes (e.g. AES) to encrypt data over classical channels. This allows us to have data encryption/decryption without needing a public‐key scheme. However, due to its inherent characteristics, the implementation of QKD has mostly been considered in particular contexts only (e.g. backhaul networks, point‐to‐point connections, optical networks, etc.). This indeed limits the utility of QKD technology to only some particular applications while it has the potential to be used in a wide range of used cases. Motivated by this (increasing the usability of QKD technology), in this study, the authors propose a model that enables SDN‐based networks to utilise QKD technology and provide QKD security service (i.e., random key generation service) to network applications and security protocols in a practical and efficient way. In the proposed approach, secret keys are generated based on the distribution of quantum entanglement between QKD nodes deployed in the network. The significant characteristic of our proposed model is that it does not rely on quantum repeaters to operate. This also improves the efficiency of the employed QKD mechanisms in terms of the key generation rate.
Quantum key distribution is an innovative technique to distribute encryption keys without compromise. This paper focuses on the application of this technique to achieve reliable communication in an ever-evolving and increasingly vulnerable environment. Designers of cryptosystems have three basic objectives; designing cryptographic algorithms that adequately scramble the target data, developing strong encryption keys to lock and unlock the algorithm, and securely distributing the keys between communicating devices. The advance of quantum computing technologies threatens to expose the world's most prolific key method overnight. Though quantum computing is not yet a reality, the basic principles have been proven in laboratories. Furthermore, quantum computing has been shown to be especially suited for computations of complex mathematic equations; such as distilling the private keys from the public keys used in public key infrastructures (PKI). In this environment, it's comforting to know that the most advanced technology in the broad field of quantum communications just happens to be a new method of creating and distributing encryption keys. This technology is referred to as quantum key distribution (QKD). QKD technologies shift the current paradigm on two plains. The first is that it uses quantum principles, rather than conventional means, for distributing keys between devices. The quantum principles guarantee the key can not be intercepted during transmission without alerting the users of a compromise. The second shift is derived from the fact that encrypted data can not be intercepted today and decrypted at a later date when the computing power exists to crack the code. This shift is dependant on the use of a combination of QKD and one-time pad. Because of the quantum principles that QKD relies on, when a key is successfully created and shared, it can not be cracked using intercepted data. The keys are derived from a convergence of random operations conducted at the sender and receiver stations. Indeed, neither the sender nor the receiver can determine what the key will be until the entire process is completed. As a piece of our security infrastructure, QKD significantly raises our security posture. This paper explains the application of quantum principals used to enable QKD systems.