Titlebook: Arithmetic of Finite Fields; 7th International Wo Lilya Budaghyan,Francisco Rodríguez-Henríquez Conference proceedings 2018 Springer Nature

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https://doi.org/10.1007/978-1-4302-0133-5: 393–402, 2018). While this class of functions has very good cryptographic properties, the exact hardware requirement is an immediate concern as noted in the paper itself. In this direction, we consider different circuit architectures based on finite field arithmetic and Boolean optimization. An es

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Introduction to Spring Web Flow,ation is an important factor determining the performance of digital sequences in applications. We consider the problem of constructing pairs (., .) of sequences such that both . and . have low mean square autocorrelation and . and . have low mean square mutual crosscorrelation. We focus on aperiodic

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https://doi.org/10.1007/978-1-4302-0133-5 structures for the generalized Boolean functions in terms of their binary expansion components, and find all symmetric generalized bent functions. Next, we show that there are no symmetric balanced functions defined on . with values in a group of order ., a contrast to the classical case for ., com

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Testing Spring MVC Applications, and combinatorics. They have been extensively studied due to their various desirable cryptographic properties. In this paper, we study on characterizations of partially bent and plateaued functions over finite fields, with the aim of clarifying their structure. We first redefine the notion of parti

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