Results 71 to 80 of about 511 (174)
Computational Explorations on Semifields
A finite semifield is a division algebra over a finite field where multiplication is not necessarily associative. We consider here the complexity of the multiplication in small semifields and finite field extensions. For this operation, the number of required base field multiplications is the tensor rank, or the multiplicative complexity.
Jean-Guillaume Dumas +2 more
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Abstract Deeper rooted crops are an avenue to increase plant water and nitrogen uptake under limiting conditions and increase longāterm soil carbon storage. Measuring rooting depth, however, is challenging due to the destructive, laborious, or imprecise methods that are currently available.
Meredith T. Hanlon +2 more
wiley +1 more source
Alternative locust control with a dilutable linseed oil emulsion
In this study, we improved a pesticidal formulation based on linseed oil for the control of gregarious locusts. Lab experiments and a semifield experiment conducted with Schistocerca gregaria revealed a high toxicity of this oil emulsion. This emulsion is harmless for humans and biodegradable.
Manfred Hartbauer +1 more
wiley +1 more source
This study was carried out to evaluate the efficacy of water soluble formulation of diclazuril (1%) in the prevention and control of mixed Eimeria infection in two experimental (semifield) trials and testing efficacy of this medicament in controlling of ...
M. M. Amer +5 more
doaj
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
G. Marino, TROMBETTI, ROCCO
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Semi-field life-table studies of Aedes albopictus (Diptera: Culicidae) in Guangzhou, China.
BACKGROUND:Aedes albopictus is a major vector for several tropical infectious diseases. Characterization of Ae. albopictus development under natural conditions is crucial for monitoring vector population expansion, dengue virus transmission, and disease ...
Dizi Yang +8 more
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Nakai, Mitsuru, Sario, Leo
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The two sets of three semifields associated with a semifield flock [PDF]
In 1965 Knuth showed that from a given finite semifield one can construct further semifields manipulating the corresponding cubical array, and obtain in total six semifields from the given one. In the case of a rank two commutative semifield (the semifields corresponding to a semifield flock) these semifields have been investigated by Ball and Brown ...
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The evolution of mosquito baiting: from chemical and electronic methods toward AI
The spread of mosquito-borne diseases is accelerating owing to several factors, including human-made ones. In response, scientists are developing various types of baits, including organic, chemical, and electronic, to lure mosquitoes and monitor, control,
Mustafa Mohammad Shaky +8 more
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A generalization of some Huang-Johnson semifields
The seven Huang-Johnson semifields are semifields of order 64 with left nucleus of order 8 and center of order 2, which will be referred as the Huang-Johnson semifields of type II, III, IV, V, VI, VII, and VIII. The authors have investigated the question whether these sporadic examples are contained in larger families. They prove that the Huang-Johnson
JOHNSON N. L +3 more
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