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  1. In this paper, we derive a method for constructing quantum distinguishers based on Simon’s/Grover’s algorithm for Generalized Feistel networks. Recently, iterated classical …

  2. On quantum distinguishers for type-3 generalized feistel network based on separability. In: Ding, J., Tillich, J. (eds.) Post-Quantum Cryptography - 11th International Conference, PQCrypto …

  3. PQCrypto 2020 | On quantum distinguishers for... • S ... - YouTube

    💻 On quantum distinguishers for Type-3 Generalized Feistel network based on separability👤 Samir Hodžić, Lars Ramkilde Knudsen and Andreas Brasen Kidmose___...

  4. PQCrypto 2020 - Accepted papers

    On quantum distinguishers for Type-3 Generalized Feistel network based on separability,Samir Hodžić, Lars Ramkilde Knudsen and Andreas Brasen Kidmose Isochronous Gaussian …

  5. Duong Hieu Phan's HomePage

    Thereafter, we apply it into the random oracle model by instantiating the random permutation with a Feistel network construction, and thus using OAEP.

  6. On Quantum Distinguishers for Type-3 Generalized Feistel Network

    Apr 10, 2020 · In this paper, we derive a method for constructing quantum distinguishers based on Simon’s/Grover’s algorithm for Generalized Feistel networks. Recently, iterated classical …

  7. Post-Quantum Cryptography: 11th International Conference, PQCrypto

    Apr 10, 2020 · This volume constitutes the proceedings of the 11th International Conference on post-quantum cryptography, PQCrypto 2020, held in Paris, France in April 2020. The 29 full …

  8. PQCrypto 2020 - Program

    All times are given in Paris local time (UTC+02:00).

  9. dblp: Post-Quantum Cryptography 2020

    Dec 27, 2023 · Post-Quantum Cryptography - 11th International Conference, PQCrypto 2020, Paris, France, April 15-17, 2020, Proceedings. Lecture Notes in Computer Science 12100, …

  10. Generalized Feistel schemes (GFSs) are extremely important and extensively researched cryptographic schemes. In this paper, we in-vestigate the security of Type-1 GFS in quantum …