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Cryptography Information Theory

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Cryptography Information Theory

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Research Frontiers in Lattice-Based Cryptographic Foundations

Theoretical and practical research on lattice problems for constructing secure cryptographic primitives with worst-case hardness guarantees.

Shortest Vector Problem Beyond Classical Reductions
Learning With Errors in Algebraic Number Fields
Quantum Resilience of Lattice Trapdoor Functions
Geometric Structure Exploitation in Lattice Attacks
Modular Lattices and Isogeny-Resistant Cryptography
Noise Management in Real-World Lattice Implementations
Cryptanalysis of NTRU-Like Ring Lattice Systems
Lattice-Based Functional Encryption at Scale
Dimension Reduction and Hidden Subgroup Lattices
Lattice Isomorphism Problems in Practical Protocols

All Cryptography & Information Theory PhD categories