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      • 19 May

        The Mathematics behind PQC: Isogenies of Elliptic Curves

      • 12 May

        Web reputation e social engineering: mutual influence and impacts on the business

    The Mathematics behind PQC: Isogenies of Elliptic Curves

    Web reputation e social engineering: mutual influence and impacts on the business

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    Future-proof cryptography: the security of TelsyMusa
    10 Jun

    Ensuring proper security standards for our systems and servers has never been more essential. This need, coupled with the growth rate of cyber threats and, more importantly, the increasingly various...

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    Classic McEliece: key encapsulation based on codes
    26 Feb

    Introduction At the end of the third round of the NIST standardization process, the CRYSTALS-Kyber key encapsulation method aimed at replacing the current ECDH scheme was selected. NIST then defined...

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    New post-quantum digital signature proposals: the second NIST competition
    16 Oct

    Introduction In July 2023, NIST announced four winning algorithms in the post-quantum competition, marking an important step forward in the transition process. The selected algorithms were CRYSTALS-Kyber for key negotiation...

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    Falcon: digital signature based on NTRU
    31 Jul

    Introduction NIST’s Post-Quantum standardization process has identified two cryptographic schemes based on lattice theory within digital signatures: CRYSTALS-Dilithium and Falcon. Within modern cryptographic communication protocols, these solutions will replace the...

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    CRYSTALS-Dilithium: LWE-based digital signature
    31 May

    Introduction NIST’s Post-Quantum standardization process identified two cryptographic schemes to be intended as “primary” solutions. With regard to Key Encapsulation Mechanisms (KEMs), key derivation schemes, CRYSTALS-Kyber was selected, while from...

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    CRYSTALS-Kyber: LWE-based key encapsulation
    08 May

    Abstract In the context of the NIST standardization process for identifying and analyzing Post-Quantum Cryptography (PQC) solutions, the first crucial outcome is the selection of the key encapsulation mechanism (KEM)...

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    The Math Behind PQC: Learning With Errors
    27 Mar

    Introduction Some of the winning cryptographic schemes in the NIST standardization process belonging to the latex-based cryptography family are constructed from a problem called Learning With Errors (LWE). Given a...

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    The mathematics behind PQC: lattices
    15 Feb

    Introduction A large number of post-quantum cryptography schemes are built on a mathematical structure called “lattice“, on which hard-to-solve problems can be defined even for a quantum computer. Cryptosystems belonging...

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    Key Negotiation in the Post-Quantum Era
    09 Sep

    Introduction Cryptography, understood as the set of information protection schemes, is typically divided into symmetric or private key cryptography and asymmetric or public key cryptography. Schemes or protocols that exploit...

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    Post-Quantum Cryptography (PQC): a classical solution to the quantum threat
    13 Jul

    Introduction Public key (or asymmetric) cryptography is one of the bases on which all communication protocols rest which, starting from an insecure channel, must achieve multiple security properties, such as...

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