On Formal Verification of Arithmetic-Based Cryptographic Primitives [PDF]
Cryptographic primitives are fundamental for information security: they are used as basic components for cryptographic protocols or public-key cryptosystems. In many cases, their security proofs consist in showing that they are reducible to computationally hard problems. Those reductions can be subtle and tedious, and thus not easily checkable.
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An Algebraic Approach to Symmetric Linear Layers in Cryptographic Primitives
Subroto RC.
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Quantum Cryptographic Primitives
The main motivation of this thesis is the uncertain panorama of cybersecurity risks and threats, accentuated by the arrival of the quantum computer. This type of computer is completely disruptive, since its operation is governed by quantum mechanical phenomena.
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A Post-Quantum Authentication and Key Agreement Protocol Based on Lattice-Based KEM for Secure Network Environments. [PDF]
Chen X, Wu W, Liang G, Tan H, Yu Y.
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Machine Learning Enhanced Quantum-Safe Encryption: A Novel Optimisation Framework. [PDF]
Ahmad R +3 more
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A Lightweight Hybrid Authentication and Key Agreement Protocol for Decentralized Device-to-Device Communication with Post-Quantum Confidentiality. [PDF]
Savón-Berenguer A +3 more
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Quantum cryptanalysis of ultralightweight mutual authentication protocols: A Grover's search model. [PDF]
Shahzadi M +5 more
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KATENA: a verifiable governance architecture for encrypted cloud storage systems. [PDF]
Rodríguez-Aragón JF +3 more
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Hardware Implementation-Based Lightweight Privacy- Preserving Authentication Scheme for Internet of Drones Using Physically Unclonable Function. [PDF]
Alsulieman R +6 more
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Enhanced EAADE: a quantum-resilient and privacy-preserving authentication protocol for secure data exchange in vehicular social networks. [PDF]
Alrashdi R +7 more
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