Degree evaluation of nfsr-based cryptosystems
WebAug 2, 2024 · In this paper, we initiated a degree evaluation technique for the NFSR based stream cipher like Grain family where the degree of the NFSR update bits is higher than … WebIn this paper, we initiated a degree evaluation technique for the NFSR based stream cipher like Grain family where the degree of the NFSR update bits is higher than the degree of …
Degree evaluation of nfsr-based cryptosystems
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WebIn this paper, we study the algebraic degree evaluation of NFSR-based cryptosystems. The degree evaluation method based on the numeric mapping proposed by Liu at CRYPTO 2024 is very fast and could ... WebLiu M Katz J Shacham H Degree evaluation of NFSR-based cryptosystems Advances in Cryptology – CRYPTO 2024 2024 Cham Springer 227 249 10.1007/978-3-319-63697-9_8 Google Scholar; 15. Liu, M., Lin, D., Wang, W.: Searching cubes for testing Boolean functions and its application to Trivium. In: ISIT, pp. 496–500. IEEE (2015) Google …
WebFangguo Zhang Sun Yat-sen University Verified email at mail.sysu.edu.cn. Follow. Meicheng Liu. Institute of Information Engineering, Chinese Academy of Sciences. Verified email at iie.ac.cn. Cryptography Algebraic Cryptanalysis Boolean Functions. ... Degree evaluation of NFSR-based cryptosystems. WebAug 16, 2024 · Degree Evaluation of NFSR-Based Cryptosystems. Meicheng Liu; Computer Science, Mathematics. CRYPTO. 2024; TLDR. This tool is the first formalized and systematic one for finding an upper bound on the algebraic degree of an NFSR-based cryptosystem, and this is the best known distinguishing attacks on reduced Trivium and …
WebOct 20, 2024 · In this paper, we study the algebraic degree evaluation of NFSR-based cryptosystems. The degree evaluation method based on the numeric mapping … WebJul 1, 2024 · The proposed method is developed based on the degree of evaluation method proposed by Liu in Crypto 2024. As an illustration, the authors apply the …
WebAug 14, 2024 · Bibliographic details on Degree Evaluation of NFSR-Based Cryptosystems. Add a list of references from , , and to record detail pages.. load references from crossref.org and opencitations.net
WebMar 30, 2024 · Lin Ding 0002 — Peking University, National Engineering Laboratory for Video Technology ... New General Framework for Algebraic Degree Evaluation of NFSR-Based Cryptosystems. ICISC 2024: 359-375 [i3] ... On Equivalence Relations of State Diagram of Cascade Connection of an LFSR into an NFSR. Int. J. Found. Comput. Sci. … small loyal dog breedsWebIn this paper, we devote our attention to evaluating the algebraic degree of NFSR-based cryptosystems. For the conquest of the existing limitation as men-tioned above, we exploit a new technique, called numeric mapping, to iteratively estimate the upper bound on the algebraic degree of the internal states of an NFSR. smalll parts of playsWebJul 1, 2024 · The proposed method is developed based on the degree of evaluation method proposed by Liu in Crypto 2024. As an illustration, the authors apply the proposed method to Trivium. As a result, they recover the algebraic normal forms of some superpolies for the 818-, 835-, 837- and 838-round Trivium. sonja gerald gerald family care marlboro pikeWebDec 1, 2024 · Abstract. In this paper, we study the algebraic degree evaluation of NFSR-based cryptosystems. The degree evaluation method based on the numeric mapping … sonja morgan new showWebcations of the numeric mapping technique to other NFSR-based ciphers were published in [13{16]. Our Contributions.In this paper, we focus on formalizing a new general frame … sonja limacher photographyWebJul 1, 2024 · The proposed method is developed based on the degree of evaluation method proposed by Liu in Crypto 2024. As an illustration, the authors apply the proposed method to Trivium. As a result, they recover the algebraic normal forms of some superpolies for the 818-, 835-, 837- and 838-round Trivium. sonja marie and i gave my love to youWebWe first present a general framework of iterative estimation of algebraic degree for NFSR-based cryptosystems, by exploiting a new technique, called numeric mapping. Then based on this general framework we propose a concrete and efficient algorithm to find an upper bound on the algebraic degree for Trivium-like ciphers. small lp space