Titlebook: Advances in Information and Computer Security; 16th International W Toru Nakanishi,Ryo Nojima Conference proceedings 2021 Springer Nature S

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0302-9743 2021. The conference was held virtually due to COVID-19 pandemic. The 14 regular papers and 3 short paper presented in this volume were carefully reviewed and selected from 37 submissions. They were organized in topical sections named: Lattice-Based Cryptography; System Security; Multiparty Computa

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(R)-3-Amino-2-methylpropionate transaminase,t of the Learning With Errors (LWE) problem, and so far the computational hardness of the LWE problem has been analyzed through various types of attacks using the structure of lattices. Bai-Galbraith’s embedding attack is one of the most effective attacks against the LWE problem. Their embedding att

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Diaminobutyrate-2-oxoglutarate transaminase,e OS kernel through memory corruption, exploiting the kernel vulnerability. It overwrites the kernel code related to security features or the kernel data containing privilege information..Process-local memory and system call isolation divide one kernel address space into multiple kernel address spac

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Glutamine-phenylpyruvate transaminase,et. As it can also be used in secure multi-party computation protocol with outsourcing servers, several variations of secret sharing are devised for this purpose. Most of the existing protocols require the number of computing servers to be determined in advance. However, in some situations we may wa

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(R)-3-Amino-2-methylpropionate transaminase, models with new data is crucial for minimizing the influence of data variation over time. After an update, validating the new model is commonly done using the detection accuracy as a metric. However, the accuracy does not include detailed information, such as changes in the features used for predic

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Dietmar Schomburg,Ida Schomburg,Antje Chang major candidates of post-quantum cryptography, against key recovery attacks. In these years, several schemes based on the IP problem itself or its generalization have been proposed. At PQCrypto 2020, Santoso introduced a generalization of the problem of Isomorphism of Polynomials, called the proble