Please use this identifier to cite or link to this item: https://dspace.mnau.edu.ua/jspui/handle/123456789/16806
Title: Modeling safflower seed productivity in dependence on cultivation technology by the means of multiple linear regression model
Authors: Vozhehova, Raisa
Федорчук, Михайло Іванович
Fedorchuk, Mikhail
Kokovikhin, Serhii
Lykhovyd, Pavlo
Nesterchuk, Vasyl
Mrynskii, Ivan
Markovska, Olena
Keywords: Cultivation technology
Prediction
Statistical analysis
Yields
Goal 8: Decent work and economic growth
Goal 17: Revitalize the global partnership for sustainable development
Seed Cotton
Cotton Fiber
Gossypium Hirsutum
Issue Date: 2019
Citation: Vozhehova, R., Fedorchuk, M., Kokovikhin, S., Lykhovyd, P., Nesterchuk, V., Mrynskii, I., & Markovska, O. (2019). Modeling Safflower Seed Productivity in Dependence on Cultivation Technology by the Means of Multiple Linear Regression Model. Journal of Ecological Engineering, 20(4), 8–13. https://doi.org/10.12911/22998993/102608
Abstract: The results of the study devoted to the evaluation of reliability of the multiple linear regression model for safflower seed yields prediction were presented. Regression model reliability was assessed by the direct comparison of the modeled yields values with the true ones, which were obtained in the field trials with safflower during 2010-2012. The trials were dedicated to study of the effect of various cultivation technology treatments on the safflower seed productivity at the irrigated lands of the South of Ukraine. The agrotechnological factors, which were investigated in the experiments, include: A - soil tillage: A1 - disking at the depth of 14-16 cm; A2 - plowing at the depth of 20-22 cm; B - time of sowing: B1 - 3rd decade of March; B2 - 2nd decade of April; B3 - 3 rd decade of April; C - inter-row spacing: C1 - 30 cm; C2- 45 cm; C3 - 60 cm; D - mineral fertilizers dose: D1 - N 0 P 0 ; D2 - N 30 P 30 ; D3 - N 60 P 60 ; D4 - N 90 P 90 . Regression analysis allowed us to create a model of the crop productivity, which looks as follows: Y = -1.3639 + 0.0213X 1 + 0.0017X 2 - 0.0121X 3 + 0.0045X 4 , where: Y is safflower seed yields, t ha -1 ; X 1 - soil tillage depth, cm; X 2 - sum of the positive temperatures above 10°C; X 3 - inter-row spacing, cm; X 4 - mineral fertilizers dose, kg ha -1 . A direct comparison of the modeled safflower seed yield values with the true ones showed a very slight inaccuracy of the developed model. The maximum amplitude of the residuals averaged to 0.27 t ha -1 . Therefore, we conclude that multiple linear regression analysis can be successfully used in purposes of agricultural modeling.
URI: https://dspace.mnau.edu.ua/jspui/handle/123456789/16806
Appears in Collections:Публікації науково-педагогічних працівників МНАУ у БД Scopus
Статті (Факультет агротехнологій)

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