A multi-valued quantum fully homomorphic encryption scheme
Y Zhang, T Shang, J Liu - Quantum Information Processing, 2021 - Springer
Fully homomorphic encryption enables computation on encrypted data while maintaining
secrecy. This leads to an important open question whether quantum computation can be …
secrecy. This leads to an important open question whether quantum computation can be …
Cascade cryptographic key-distribution protocol over a public network based on snapshot compressive ghost imaging
WK Yu, SF Wang, KQ Shang - Physical Review Applied, 2024 - APS
Computational ghost imaging is widely used in classical cryptographic key distribution
(CKD) because its measurement and reconstruction are equivalent to the encoding and …
(CKD) because its measurement and reconstruction are equivalent to the encoding and …
Universal construction of a full quantum one-way function
Y Tang, T Shang, J Liu - Quantum Information Processing, 2022 - Springer
Classical one-way function is a fundamental part of cryptography. Its one-wayness is
threatened by the emerging quantum computers. Quantum one-way function (QOWF) was …
threatened by the emerging quantum computers. Quantum one-way function (QOWF) was …
Instantiation of quantum point obfuscation
In cryptography, obfuscation is one of the strongest forms of encryption. Point functions have
been widely discussed in classical obfuscation so that obfuscation of point functions …
been widely discussed in classical obfuscation so that obfuscation of point functions …
Universal quantum obfuscation for quantum non-linear functions
C Pan, T Shang, Y Zhang - Frontiers in Physics, 2023 - frontiersin.org
Research on quantum cryptography has burgeoned in the recent decades and combined
quantum mechanics and cryptography theory. Among the existing quantum cryptographic …
quantum mechanics and cryptography theory. Among the existing quantum cryptographic …
Quantum Obfuscation of Generalized Quantum Power Functions with Coefficient
Y Jiang, T Shang, Y Tang, J Liu - Entropy, 2023 - mdpi.com
Quantum obfuscation is one of the important primitives in quantum cryptography that can be
used to enhance the security of various quantum cryptographic schemes. The research on …
used to enhance the security of various quantum cryptographic schemes. The research on …
Quantum homomorphic encryption based on quantum obfuscation
YJ Zhang, T Shang, JW Liu… - 2020 International Wireless …, 2020 - ieeexplore.ieee.org
Homomorphic encryption enables computation on encrypted data while maintaining
secrecy. This leads to an important open question whether quantum computation can be …
secrecy. This leads to an important open question whether quantum computation can be …
Local thinning of 3D stereo images based on symmetric decryption algorithm
C Wu, Z Li - Microprocessors and Microsystems, 2021 - Elsevier
In traditional 3D image thinning methods, because the thinning data is not symmetrical, the
skeleton connectivity of 3D image is reduced, and the thinned image is seriously distorted …
skeleton connectivity of 3D image is reduced, and the thinned image is seriously distorted …
Quantum Symmetric Encryption
T Shang - Quantum Nonlinear Function Obfuscation Theory and …, 2024 - Springer
Quantum symmetric encryption can be based on the obfuscation of a specific kind of
function, which will not be ruled out by the impossible result. Also, quantum point …
function, which will not be ruled out by the impossible result. Also, quantum point …
Quantum Point Obfuscation
T Shang - Quantum Nonlinear Function Obfuscation Theory and …, 2024 - Springer
We take two typical quantumnonlinearfunctions for example. One is a quantum point
function which is an easy form of quantum nonlinear functions to implement the functionality …
function which is an easy form of quantum nonlinear functions to implement the functionality …