1997
DOI: 10.1023/a:1001028922433
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Effect of Azotobacter strains on sugar beet callus proliferation and nitrogen metabolism enzymes

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Cited by 8 publications
(5 citation statements)
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“…Nevertheless the GCMC results and the predictions of IAS theory in this case are in reasonably good agreement. The same deviations of the GCMC results from IAS theory at high loading are obtained using a particle insertion scheme ͑suggested by Mezei 48 ͒ that is more efficient for high densities than the standard Norman-Filinov scheme.…”
Section: The Selectivity Coefficient and Ideal Adsorbed Solution Theorysupporting
confidence: 59%
“…Nevertheless the GCMC results and the predictions of IAS theory in this case are in reasonably good agreement. The same deviations of the GCMC results from IAS theory at high loading are obtained using a particle insertion scheme ͑suggested by Mezei 48 ͒ that is more efficient for high densities than the standard Norman-Filinov scheme.…”
Section: The Selectivity Coefficient and Ideal Adsorbed Solution Theorysupporting
confidence: 59%
“…El efecto beneficioso del Azotobacter no solo se debe a su capacidad bioestimulante, sino a su acción nitrofijadora y excreciones metabólicas que liberan ciertas proteínas y enzimas que pueden producir modificaciones fisiológicas y metabólicas en las plantas (Mezei et al, 1997). El Azospirillum también es considerado como un fijador de nitrógeno atmosférico, ya sea como bacteria libre o en asociación con las plantas, y participa en varias transformaciones relacionadas con el ciclo del nitrógeno, además, produce diversas hormonas como auxinas, giberelinas, ácido abscísico y citoquininas, promoviendo el crecimiento vegetal (De-Bashan et al, 2014), mejorando la absorción de nutrientes, favoreciendo el rendimiento de los cultivos, reduciendo el costo de la fertilización y minimizando la contaminación ambiental, al disminuir la lixiviación de nitrógeno (Da-Silveira et al, 2016).…”
Section: Introductionunclassified
“…To improve the efficiency of accessible pore volume biasing at high guest densities, we recommend coupling it with Mezei's cavity biasing scheme and not re-computing the maps on-the-fly. [54,55] In Mezei's scheme, every insertion is performed by generating several trial insertion points, determining which of those points is within a cavity that is at least a certain radius away from all other particles and the framework, and choosing the actual insertion point at random from the successful trials. The probability, P C (M), to find such a cavity with M total non-framework particles present in the system is kept as a running average throughout the whole simulation, refining the predicted probability as the simulation proceeds.…”
Section: Biasing Via An Accessible Pore Volume Mapmentioning
confidence: 99%