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Explore GKP Codes for fault-tolerant quantum computation, examining logical Clifford gates, complex elliptic curves, and geometric understanding of fault-tolerance. Discover connections between physics and modern mathematics.
Explore post-quantum signatures in DNSSEC through request-based fragmentation, enhancing DNS security for the quantum era.
Explore quantum security implications for CBC, CFB, OFB, and CTR encryption modes in post-quantum cryptography, presented at PQCrypto 2023.
Explore the Non-Observable Quantum Random Oracle Model in post-quantum cryptography, presented by Varun Maram at PQCrypto 2023.
Explore time and query complexity tradeoffs for the Dihedral Coset Problem in post-quantum cryptography, presented by André Schrottenloher at PQCrypto 2023.
Explore DME, a multivariate public key cryptosystem for encryption, signatures, and KEM, presented at PQCrypto 2023 by Ignacio Luengo.
Explore recent advances in post-quantum signatures derived from multiparty computation, presented by Thibauld Feneuil at PQCrypto 2023.
Explore Google's approach to post-quantum cryptography and its implementation strategies in this insightful talk by Sophie Schmieg at PQCrypto 2023.
Explore hash-based direct anonymous attestation in post-quantum cryptography, focusing on protocols and advancements presented at PQCrypto 2023.
Explore the challenges of scheme-switching in SIMD FHE schemes, focusing on theoretical aspects and potential implications for post-quantum cryptography.
Explore Wave parameter selection for post-quantum cryptography digital signatures with Nicolas Sendrier at PQCrypto 2023.
Explore fast enumeration algorithms for multivariate polynomials over finite fields, enhancing post-quantum cryptography understanding and applications.
Explore the latest developments in isogeny-based cryptography post-SIKE attack, examining its impact and future prospects in post-quantum cryptography.
Explore quantum speedups for nonconvex optimization using quantum tunneling walks. Learn how this approach outperforms classical algorithms in specific landscapes with high, thin barriers between minima.
Explore quantum state geometry, including Berry phase and quantum distance. Learn about the Bargmann invariant and its applications in understanding material properties and adiabatic state preparation.
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