Results 31 to 40 of about 10,903,755 (367)
Chromatic priming in hemianopic visual fields
Experimental Brain Research, 2003 In three monkeys made hemianopic by unilateral striate cortical ablation, in one normal monkey and in a human hemianope (GY), we measured reaction times to chromatic targets presented in the normal hemifield as a function of prior chromatic primes in the blind field. The first of our three tasks showed an unspecific priming effect in that the colour of
Cowey, A, Stoerig, P, Hodinott-Hill, I
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IEEE Access, 2019 Developing a high-speed elliptic curve cryptographic (ECC) processor that performs fast point multiplication with low hardware utilization is a crucial demand in the fields of cryptography and network security. This paper presents field-programmable gate
Md. Mainul Islam +4 more
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On the Distribution of Atkin and Elkies Primes [PDF]
, 2011 Given an elliptic curve E over a finite field F_q of q elements, we say that an odd prime ell not dividing q is an Elkies prime for E if t_E^2 - 4q is a square modulo ell, where t_E = q+1 - #E(F_q) and #E(F_q) is the number of F_q-rational points on E ...
Shparlinski, Igor E. +1 more
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Comparative field performance evaluation of different type of Pusa Electric Power Units
The Indian Journal of Agricultural Sciences, 2022 Pusa developed three walk-behind type electric power units were evaluated in 9.96 ha area for tillage in polyhouse, secondary tillage, planking and weeding-cum interculture operations at research farm of ICAR-IARI during kharif and rabi 2020 and 2021 ...
UTPAL EKKA, S P SINGH, M K SINGH
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Fast Computation of the Nth Term of an Algebraic Series over a Finite Prime Field [PDF]
International Symposium on Symbolic and Algebraic Computation, 2016 We address the question of computing one selected term of an algebraic power series. In characteristic zero, the best algorithm currently known for computing the~Nth coefficient of an algebraic series uses differential equations and has arithmetic ...
Alin Bostan, G. Christol, P. Dumas
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A new quantum-safe multivariate polynomial public key digital signature algorithm
Scientific Reports, 2022 We propose a new quantum-safe digital signature algorithm called Multivariate Polynomial Public Key Digital Signature (MPPK/DS). The core of the algorithm is based on the modular arithmetic property that for a given element g, greater than equal to two ...
Randy Kuang +2 more
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Calculation of Fourier-Galois transforms in reduced binary number systems [PDF]
Компьютерная оптика, 2018 The paper proposes a new method for calculating Fourier-Galois transforms (number-theoretical transforms), which are a modular analog of the discrete Fourier transform.
Vladimir Chernov
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An updated meta-analysis of the primed goal-organizational behaviour relationship
Royal Society Open Science, 2023 Environmental cues (e.g. achievement-related words and pictures) can prime/activate, in the absence of awareness, a mental representation of importance stored in memory. Chen et al.'s 2021 Applied Psychology: An International Review 70, 216–253.
Gary P. Latham +3 more
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Computation of discrete logarithms in prime fields [PDF]
Designs, Codes and Cryptography, 1991 Let \(p\) be a prime and \(g\), \(x\) integers. The computation of \(y\) such that \(y\equiv g^ x(\mod p)\), \(0\leq y\leq p-1\), is referred to as discrete exponentiation. Given \(p\), \(g\) and \(y\) the computation of \(x\) is referred to as the discrete logarithm problem.
LaMacchia, B. A., Odlyzko, A. M.
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Ternary number systems in finite fields [PDF]
Компьютерная оптика, 2018 The work continues the author's previous study of positional number systems in finite fields. The paper considers ternary number systems and arithmetic operations algorithms for the representation of elements of finite fields in the so-called ternary ...
Vladimir Chernov
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