Publications associées à Cryptographie post-quantique

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Faster Squaring in the Cyclotomic Subgroup of Sixth Degree Extensions

Robert Granger

This paper describes an extremely efficient squaring operation in the so-called ‘cyclotomic subgroup’ of

\mathbb{F}_{q^6}

, for

q \equiv 1 \bmod{6}

. Our result arises from considering the Weil restriction of scalars of this group from

\mathbb{F}_{q^6}

...

Springer Berlin Heidelberg2010

Cryptographie post-quantique

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Faster Squaring in the Cyclotomic Subgroup of Sixth Degree Extensions

Comment on "Quantum Key Distribution with Classical Bob'' Reply

On the security of 1024-bit RSA and 160-bit elliptic curve cryptography

Analysis and design of symmetric cryptographic algorithms

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Cavity-enhanced photonic crystal light-emitting diode at 1300 nm

Adaptive Message Authentication for Vehicular Networks

Investigation into the coupling of quantum dots to photonic crystal nanocavities at telecommunication wavelengths

Reducing Memory Requirements for Combinatorial Attacks on NTRU via Multiple Birthdays

The Complexity of Distinguishing Distributions

The Complexity of Distinguishing Distributions

Reducing Memory Requirements for Combinatorial Attacks on NTRU via Multiple Birthdays

Comment on "Quantum Key Distribution with Classical Bob'' Reply

Analysis and design of symmetric cryptographic algorithms

Secure communication using authenticated channels

Cavity-enhanced photonic crystal light-emitting diode at 1300 nm

Adaptive Message Authentication for Vehicular Networks

Investigation into the coupling of quantum dots to photonic crystal nanocavities at telecommunication wavelengths

On the security of 1024-bit RSA and 160-bit elliptic curve cryptography

Faster Squaring in the Cyclotomic Subgroup of Sixth Degree Extensions