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Чугунков, Илья Владимирович

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Институт интеллектуальных кибернетических систем
Цель ИИКС и стратегия развития - это подготовка кадров, способных противостоять современным угрозам и вызовам, обладающих знаниями и компетенциями в области кибернетики, информационной и финансовой безопасности для решения задач разработки базового программного обеспечения, повышения защищенности критически важных информационных систем и противодействия отмыванию денег, полученных преступным путем, и финансированию терроризма.
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The log data collection service for cloud robotics

2019, Liman, D. A., Shustova, L. I., Chugunkov, I. V., Dyumin, A. A., Чугунков, Илья Владимирович, Дюмин, Александр Александрович

© 2017 IEEE. Mobile robotic systems became essential part of our daily life. They can interact with humans as valued helpers, sometimes in relatively sophisticated tasks, which makes it necessary to record as much information as possible about robotic device activities. But if common approaches are used for data fixation in storage system, some portions of the data can be lost due to network constraints and/or robotic device failures. The paper discusses the log service architecture that provides reliable log delivery to the central storage from distributed heterogeneous mobile robotic nodes. Proposed log system consists of logical entities performing log buffering at robotic nodes, log transfer and centralized log data storage. Variety of log data types, generated by robotic nodes, are discussed, as well as the peculiarities of data storage. The necessity of data transmission between nodes is emphasized and the log data transmission algorithm is described.

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Issues of Static and Dynamic Graphical Testing of Stochastic Transformations Results

2021, Prokofiev, A. O., Chirkin, A. V., Stepanov, M. M., Chugunkov, I. V., Чугунков, Илья Владимирович

© 2021 IEEE.The article deals with the pseudorandom number generators exploration using graphical methods. In this paper, we defined the necessary tools for building graphical tests and consider the features of static and dynamic PRNG research methods. Also, a method presented for numerical sequences visual inspection based on the joint use of the methods considered in this paper. Additionally, we presented comparison of the stochastic transformations results exploration using static and dynamic methods. Finally, we outline ways to improve the stochastic transformations research quality.

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The Construction of Contolled S-box

2022, Chugunkov, V. I., Chugunkov, I. V., Kliuchnikova, B. V., Lebedev, P., Komarov, T. I., Kiamov, A. A., Чугунков, Илья Владимирович, Комаров, Тимофей Ильич

© 2022 IEEE.The development of block cryptoalgorithms does not stand still. There are new architectures and increase of key information. But there is one primitive that will always be present in block cryptoalgorithms. This is a substitution table or S-box. At the same time, the development of cryptography also requires the improvement of S-box. The article discusses approaches to improve the S-box efficiency. The structure of the substitution table with a controlled operation logic is proposed. The effectiveness of the proposed approaches is assessed.

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Develompent and Study of Stochastic Algorithms for Lightweight Devices Architecture

2023, Chugunkov, I. V., Kliuchnikova, B. V., Boronin, R. V., Dmitrieva, N. Yu., Polovneva, Yu. A., Komarov, T. I., Чугунков, Илья Владимирович, Половнева, Юлия Андреевна, Комаров, Тимофей Ильич

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Construction of Multidimensional Stochastic Transformation Blocks

2019, Chugunkov, V. I., Chugunkov, I. V., Kliuchnikova, B. V., Yadykin, I. M., Gulyaev, V. A., Чугунков, Илья Владимирович, Ядыкин, Игорь Михайлович

© 2019 IEEE.The article is devoted to the improvement of stochastic transformation blocks (R-blocks). The principles of R- blocks construction are considered. We review the examples of R- blocks using in the cryptographic algorithms. The structure of two-dimensional stochastic transformation block is proposed, as well as the method for construction of multidimensional R- blocks. The using of improved R-blocks for construction of multidimensional algorithms is proposed. The results of evaluation of statistical properties of the multidimensional stochastic transformation blocks are given.

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Stochastic ARX Algorithms: a New Look at Related Keys Analysis

2022, Kozlov, A. A., Ivanov, M. A., Chugunkov, I. V., Иванов, Михаил Александрович, Чугунков, Илья Владимирович

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Using a Pseudorandom Number Generator to Implement Steganographic Channels

2024, Chugunkov, I. V., Markova, D. A., Boronin, R. V., Kurochkina, M. -A., Fedotova, V. A., Чугунков, Илья Владимирович, Маркова, Дарья Александровна, Курочкина, Мария-Анастасия Андреевна, Федотова, Вера Андреевна

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Issues of Replacement Blocks Quality Assessment for Stochastic Information Security

2019, Chugunkov, V. I., Chugunkov, I. V., Kliuchnikova, B. V., Ivanov, M. I., Riakhovskaia, I. S., Tsyganov, V. S., Чугунков, Илья Владимирович

© 2019 IEEE.The article is devoted to the issues of building and quality assessment of replacement block or S-box, which is one of the main blocks of cryptographic transformation. The principles of S-box designing are considered, examples of their using in modern block ciphers are given. The issues of assessing the statistical safety of S-boxes, in particular, the criteria used for the analysis of S-blocks are investigated. The structure of the program system for the study of the statistical properties of S-boxes is proposed. The results of the S-boxes analysis for the main modern cryptographic algorithms are given. Assumptions about the possibility of mathematical apparatus using for the statistical properties of S-boxes analyzing are made.

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Computing in Finite Fields

2022, Kozlov, A. A., Chugunkov, I. V., Gatilova, L. D., Ivanov, M. A., Kliuchnikova, B. V., Salikov, E. A., Чугунков, Илья Владимирович, Иванов, Михаил Александрович

© 2022 IEEE.The mathematical apparatus of Galois field theory is used in coding theory, cryptography, stochastic informatics. The paper considers algorithms for multiplying field elements, while paying attention to both table multiplication and multiplication on the fly; algorithms for calculating multiplicative inversion. The solution to the problem of finding primitive elements of the field GF (pn) is discussed. The questions of extension of finite fields are considered. Numerical examples of the operation of all considered algorithms are given.

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Method for improving the statistical properties of pseudo-random number generators

2019, Chugunkov, V. I., Chugunkov, I. V., Gulyaev, V. A., Baranova, E. A., Чугунков, Илья Владимирович

© 2019 IEEE The article is devoted to the issues of increasing the statistical safety of pseudo-random number generators by equalizing the properties of the generated sequences. The traditional generator structure assumes two stages: the first provides good statistical properties and a long period of the formed sequence, the second is responsible for unpredictability and cryptographic resistance. In this case, the second stage can lead to deterioration in the statistical properties of the sequence formed by the generator. An approach based on adding to the traditional two-stage generators architecture of third-stage is considered. A variant of the third stage construction is proposed. The possibilities of applying the proposed approach to improve the statistical properties of modern ciphers are described. The results of statistical properties researches of the generators with implemented third stage are given.