Results 41 to 50 of about 936 (209)
Fractional dimension of binary Knuth semifield planes [PDF]
, 2011 We prove that semifield planes \pi(2m) coordinatized by the commutative binary Knuth semifield 2m, m=nk (m odd) are fractional dimensional with respect to a subplane isomorphic to PG(2, 4) if either n=9 or n \notequiv 0(mod 3) and one of the trinomials x^
Olga Polverino +5 more
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Divisible designs from semifield planes [PDF]
, 2002 We give a general method to construct divisible designs from semifield planes and we use this technique to construct some divisible designs.
Cerroni, Cinzia
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Symplectic semifield spreads of PG(5, qt), q even [PDF]
, 2019 Let q > 2·34t be even. We prove that the only symplectic semifield spread of PG(5, qt), whose associate semifield has center containing Fq, is the Desarguesian spread.
Pepe Valentina
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A novel encryption algorithm using multiple semifield S-boxes based on permutation of symmetric group [PDF]
, 2023 There is a need of secure and robust encryption algorithm that can be implemented on each and diverse software and hardware platforms. In this paper, we investigate semifield substitution boxes using permutation of symmetric group on a set of size 8 S8 ...
Temadher Alassiry Al-Maadeed (14147847) +2 more
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On symplectic semifield spreads of PG(5,q2), q odd [PDF]
, 2017 We prove that there exist exactly three non-equivalent symplectic semifield spreads of PG ( 5 , q2), for q2> 2 .38odd, whose associated semifield has center containing Fq.
Pepe, Valentina +3 more
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ICPPR WG Semi-field and field Report and Discussion
Julius-Kühn-Archiv, 2020 The ICPPR Semi-Field/Field Testing (SF/FT) workgroup consists of several ‘writing groups’ that are focused developing technical guidance that is focused on 4 separate but related topics: 1) designing and conducting pollen and nectar residue studies, 2 ...
Pilling, Edward +11 more
doaj +1 more source
On symplectic semifield spreads of PG(5,q2), q even [PDF]
, 2017 We prove that the only symplectic semifield spreads of PG(5,q^2), q>= 2^14, even, whose associated semifield has center containing F_q, is the Desarguesian spread, by proving that the only F_q-linear set of rank 6 disjoint from the secant variety of ...
S. Capparelli +3 more
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Semifield system and experimental huts bioassays for the evaluation of spatial (and topical) repellents for indoor and outdoor use [PDF]
, 2022 In this chapter, we describe considerations for the design of experiments to measure the protective efficacy of bite prevention tools against mosquito vectors. The chapter focuses on the evaluation of spatial repellents (specifically volatile pyrethroids)
Moore, S. J., Swai, J. K., Tambwe, M. M.
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A note on commutative semifield planes [PDF]
, 2017 Let q be an odd prime power. We prove that a planar function f from 𝔽 q to itself can be written as an affine Dembowski–Ostrom polynomial if and only if the projective plane derived from f is a commutative ...
Yue Zhou
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8 semifield planes of order 82 [PDF]
, 1990 In this article, the translation planes of order 64 and kernel containing GF(8) that admit a collineation group of order 2 · 64 in the linear translation complement are completely determined. There are eight mutually nonisomorphic planes all of which are
Huang, Haoru, Johnson, N.L.
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