Concrete quantum cryptanalysis of binary elliptic curves
Transactions on Cryptographic Hardware and Embedded Systems, 2020 This paper analyzes and optimizes quantum circuits for computing discrete logarithms on binary elliptic curves, including reversible circuits for fixed-base-point scalar multiplication and the full stack of relevant subroutines.
Gustavo Banegas +3 more
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Statistical Analysis of Binary Functional Graphs of the Discrete Logarithm
, 2016 15 pages, 4 figures; Senior Thesis, Rose-Hulman Institute of ...
Mitchell Orzech
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A Unified Hardware Design for Multiplication, Division, and Square Roots Using Binary Logarithms
SymmetryMultiplication, division, and square root operations introduce significant challenges in digital signal processing (DSP) systems, traditionally requiring multiple operations that increase execution time and hardware complexity.
Dat Ngo, Siyeon Han, Bongsoon Kang
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ElectronicsPattern recognition applications involve extensive arithmetic operations, including additions, multiplications, and divisions. When implemented on resource-constrained edge devices, these operations demand dedicated hardware, with division being the most
Dat Ngo +3 more
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Normal-phase high performance liquid chromatography of estradiol derivatives on amino- and diol-columns [PDF]
Journal of the Serbian Chemical Society, 2003 The retention behavior of estradiol derivatives was studied by HPLC on chemically bonded polar stationary phases: commercially available amino and diol- columns, as a function of the heptane-propan-1-ol as the mobile phase, when the volume fraction of ...
Ačanski Marijana M.
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New space-efficient quantum algorithm for binary elliptic curves using the optimized division algorithm [PDF]
Quantum Information Processing, 2023 In the previous research on solving the elliptic curve discrete logarithm problem, quantum resources were concretely estimated. In Banegas et al. (IACR Trans Cryptogr Hardw Embed Syst 2021(1):451–472, 2020. https://doi.org/10.46586/tches.v2021.i1.451-472
Hyeon-Jin Kim, Seokhie Hong
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Upper bounds on the numbers of binary plateaued and bent functions [PDF]
Cryptography and Communications, 2023 The logarithm of the number of binary n-variable bent functions is asymptotically less than $11(2^n)/32$ as n tends to infinity.
V. Potapov
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Logarithmic tail contributions to the energy function of circular compact binaries [PDF]
Physical Review D, 2020 17 pages, 1 figure. 2 paragraphs added to sec.
Luc Blanchet +3 more
openaire +3 more sources
Features of digital signal processing algorithms using Galois fields GF(2n+1).
PLoS ONE, 2023 An alternating representation of integers in binary form is proposed, in which the numbers -1 and +1 are used instead of zeros and ones. It is shown that such a representation creates considerable convenience for multiplication numbers modulo p = 2n+1 ...
Ibragim E Suleimenov +2 more
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Retained Earnings, and Book-to-market in the Cross Section of Expected Returns in Tehran Stock Exchange Market [PDF]
فصلنامه پژوهشهای اقتصادی ایران, 2023 The book-to-market ratio is known as an anomaly variable in the financial literature. This variable has a high explanatory power in predicting the returns of companies in different capital markets across world; But understanding why it has the power to ...
Gholam Reza Keshavarz Haddad +1 more
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