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Prediction of Antioxidant Status in Fish Farmed on Selenium Nanoparticles using Neural Network Regression Algorithm

机译:神经网络回归算法在硒纳米粒子养殖中抗氧化状态预测

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摘要

Oxidative stress is the most common stress form which is responsible for the increased mortality as well as retardation of productivity in sheries. Selenium plays a vital role in combating oxidative stress. It appears as a potent antioxidant with reduced toxicity in its nanoscale form. In this paper, the effect of the different concentrations of Nano-selenium in the diet on the antioxidant status of common carp was investigated through the estimation of antioxidant enzymes activity and some biochemical blood prole. The adopted regression algorithm for prediction was Back-propagation Neural Network. The model compromised between fast analytical technologies and biological aspect through prediction the healthy status and expected hazards related to oxidative stress. The experiment was performed on four groups of common carp with measured rearing parameters and the same amount of diet at the rates of 0 (control), 0.5, 1 and 2mg/k gm amount of Nano-selenium concentration in the ration, aiming to build preliminary prediction models to know the antioxidant status activity. The regression performance was tested by several mathematical validations including MSE (Mean squared error), RMSE (Root mean squared error), MSRE (mean squared relative error), MARE (mean absolute relative error), RMSRE (root mean squared relative error), MAE (Mean absolute error), MAPE (Mean absolute percentage error), MSPE (mean squared percentage error), RMSPE (root mean squared percentage error) which showed promising results of the regression model.
机译:氧化应激是最常见的应激形式,其负责增加的死亡率以及果叶中的生产率的延迟。硒在打击氧化应激方面发挥着至关重要的作用。它看起来是一种有效的抗氧化剂,其纳米级形式的毒性降低。本文通过估计抗氧化酶活性和一些生化血珠,研究了不同浓度纳米硒对常见鲤鱼抗氧化状态的影响。采用的预测回归算法是反向传播神经网络。通过预测与氧化应激相关的健康状态和预期危害,通过预测快速分析技术和生物学方面之间的模型。在四组常见的鲤鱼中进行实验,测量饲养参数和相同数量的饮食,以0(对照),0.5,1和2mg / K克总量的纳米硒浓度,旨在构建初步预测模型知道抗氧化状态活动。回归性能通过包括MSE(均方平方误差),RMSE(均方平方误差),MARE(平均绝对相对误差),RMSRE(均方根相对误差),RMSRE(均匀平方相对误差)测试回归性能。 Mae(平均绝对误差),mape(平均绝对百分比误差),MSPE(均值平方百分比误差),RMSPE(均方方平方百分比误差)显示出回归模型的有希望的结果。

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