Renner, R., Gisin, N. and Kraus, B. (2005) Information-Theoretic Security Proof for Quantum-Key-Distribution Protocols. Physical Review A, 72, Article ID: 012332.
https://doi.org/10.1103/PhysRevA.72.012332

has been cited by the following article:

• TITLE: On Security of Quantum Cryptography by Probabilistic Analysis

  AUTHORS: Jianzhong Zhao

  KEYWORDS: Quantum Cryptography, Classical Cryptography, Fundamental Equations, Unique Solution, Probability, Insecure

  JOURNAL NAME: Journal of Quantum Information Science, Vol.12 No.4, December 1, 2022

  ABSTRACT: The existing quantum cryptography is a classical cryptography in nature and basically insecure because of its classical (conventional) bits, classical encryption algorithm and classical (public) channel. A novel topic about successful communication between the legitimate users, Alice and Bob, is discussed with probability of solution uniqueness of Bob’s decryption equation. We find, by probabilistic analysis, that success of communication between Alice and Bob is probabilistic with a probability bigger than 1/2. It is also novel to define insecurity of the quantum cryptography by probability of solution uniqueness of the search equation of Eve, the eavesdropper. The probability of Eve’s success to find the plain-text of Alice (and Bob) is greater than 1/2, and so the quantum cryptography is seriously insecure.