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This research article assesses the feasibility of cold boot attacks on the lifted unbalanced oil and Vinegar (LUOV) scheme, a variant of the UOV signature scheme. This scheme is a member of the family of asymmetric cryptographic primitives based on multivariable polynomials over a finite field K and has been submitted as candidate to the ongoing National Institute of Standards and Technology (NIST) standardisation process of post-quantum signature schemes. To the best of our knowledge, this is the first time that this scheme is evaluated in this setting. To perform our assessment of the scheme in this setting, we review two implementations of this scheme, the reference implementation and the libpqcrypto implementation, to learn the most common in-memory private key formats and next develop a key recovery algorithm exploiting the structure of this scheme. Since the LUOV’s key generation algorithm generates its private components and public components from a 256-bit seed, the key recovery algorithm works for all the parameter sets recommended for this scheme. Additionally, we tested the effectiveness and performance of the key recovery algorithm through simulations and found the key recovery algorithm may retrieve the private seed when α = 0.001 (probability that a 0 bit of the original secret key will flip to a 1 bit) and β (probability that a 1 bit of the original private key will flip to a 0 bit) in the range { 0.001 , 0.01 , 0.02 , … , 0.15 } by enumerating approximately 2 40 candidates.
This research article assesses the feasibility of cold boot attacks on the lifted unbalanced oil and Vinegar (LUOV) scheme, a variant of the UOV signature scheme. This scheme is a member of the family of asymmetric cryptographic primitives based on multivariable polynomials over a finite field K and has been submitted as candidate to the ongoing National Institute of Standards and Technology (NIST) standardisation process of post-quantum signature schemes. To the best of our knowledge, this is the first time that this scheme is evaluated in this setting. To perform our assessment of the scheme in this setting, we review two implementations of this scheme, the reference implementation and the libpqcrypto implementation, to learn the most common in-memory private key formats and next develop a key recovery algorithm exploiting the structure of this scheme. Since the LUOV’s key generation algorithm generates its private components and public components from a 256-bit seed, the key recovery algorithm works for all the parameter sets recommended for this scheme. Additionally, we tested the effectiveness and performance of the key recovery algorithm through simulations and found the key recovery algorithm may retrieve the private seed when α = 0.001 (probability that a 0 bit of the original secret key will flip to a 1 bit) and β (probability that a 1 bit of the original private key will flip to a 0 bit) in the range { 0.001 , 0.01 , 0.02 , … , 0.15 } by enumerating approximately 2 40 candidates.
This research paper evaluates the feasibility of cold boot attacks on the Supersingular Isogeny Key Encapsulation (SIKE) mechanism. This key encapsulation mechanism has been included in the list of alternate candidates of the third round of the National Institute of Standards and Technology (NIST) Post-Quantum Cryptography Standardization Process. To the best of our knowledge, this is the first time this scheme is assessed in the cold boot attacks setting. In particular, our evaluation is focused on the reference implementation of this scheme. Furthermore, we present a dedicated key-recovery algorithm for SIKE in this setting and show that the key recovery algorithm works for all the parameter sets recommended for this scheme. Moreover, we compute the success rates of our key recovery algorithm through simulations and show the key recovery algorithm may reconstruct the SIKE secret key for any SIKE parameters for a fixed and small α=0.001 (the probability of a 0 to 1 bit-flipping) and varying values for β (the probability of a 1 to 0 bit-flipping) in the set {0.001,0.01,…,0.1}. Additionally, we show how to integrate a quantum key enumeration algorithm with our key-recovery algorithm to improve its overall performance.
This paper presents an adaptable password guessability service suited for different password generators according to what a user might need when using such a service. In particular, we introduce a flexible cloud-based software architecture engineered to provide an efficient and robust password guessability service that benefits from all the features and goals expected from cloud applications. This architecture comprises several components, featuring the combination of a synthetic dataset generator realized via a generative adversarial network (GAN), which may learn the distribution of passwords from a given dictionary and generate high-quality password guesses, along with a password guessability estimator realized via a password strength estimation algorithm. In addition to detailing the architecture’s components, we run a performance evaluation on the architecture’s key components, obtaining promising results. Finally, the complete application is delivered and may be used by a user to estimate the strength of a password and the time taken by an average computer to enumerate it.
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