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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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    SPHINCS+: stateless hash-based digital signature
    26 Aug

    Introduction The Forest Of Random Subset (FORS) scheme constitutes the last element needed in order to describe the complete structure of the SPHINCS+ digital signature algorithm, selected at the end...

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    XMSS: hash-based stateful digital signature
    01 Jul

    Introduction XMSS (eXtended Merkle Signature Scheme) represents a fundamental component of the SPHINCS+’s construction, which is a post-quantum hash-based digital signature selected in the NIST standardization process. As a standalone...

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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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    The Mathematics behind PQC: hash functions
    06 May

    Introduction After analyzing in detail the Post Quantum algorithms that base their security on mathematical problems defined over lattices (Kyber, Dilithium, Falcon) and on error correcting codes (Classic McEliece), we...

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    Security for offline conversations: TelsyATMO
    05 Feb

    Protecting our data and communications from cyber risks is, now more than ever, extremely important to secure the content we exchange.   In fact, many dangers can lurk around the corner,...

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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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    Quantum Key Distribution (QKD) and security
    12 Dec

    In the collective imagination, quantum computing has been relegated to science fiction for many years, but thanks to recent developments in technologies and substantial investments by major players, we are...

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    Quantum Key Distribution (QKD) and Post-Quantum Cryptography (PQC)
    14 Nov

    Today the quantum attacks threat is a real danger. The protection of data and communications is linked to technologies that give future-proof answers, capable of thwarting threats with still partially...

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