Unravelling effects of flavanols and their derivatives on acrylamide formation via support vector machine modelling

Unravelling effects of flavanols and their derivatives on acrylamide formation via support vector machine modelling
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通过支持向量机建模揭示黄烷醇及其衍生物对丙烯酰胺形成的影响

DOI:
10.1016/j.foodchem.2016.10.060
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发表时间:
2017-04-15
期刊:
影响因子:
8.8
通讯作者:
Zhang, Yu
Zhang, Yu
中科院分区:
农林科学1区
文献类型:
--
作者:
Huang, Mengmeng;Wang, Qiao;Zhang, Yu

文献摘要

被引文献

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本研究采用支持向量回归(SVR)方法预测黄烷醇及其衍生物对低水分条件下丙烯酰胺形成的影响。在马铃薯基等摩尔天冬酰胺-还原糖模型体系中,通过烤箱加热生成丙烯酰胺。黄酮类化合物在1 ~ 10000 μ mol/L处理范围内,对黄酮类化合物有正向和负向作用。黄烷醇及其衍生物(100 μ mol/L)对丙烯酰胺形成的抑制作用为59.9% ~ 78.2%,而在1万μ mol/L的对照中,其最大促进作用为2.15 ~ 2.84倍。抑制率与trolox当量抗氧化能力(Delta TEAC)变化的相关性(RTEAC-DPPH = 0.878, RTEAC-ABTS = 0.882, RTEAC-FRAP = 0.871)优于促进率(RTEAC-DPPH = 0.815, RTEAC-ABTS = 0.749, RTEAC-FRAP = 0.841)。以Delta TEAC为变量,优化后的SVR模型可以稳健性地作为预测效果的新工具(R: 0.783-0.880),其拟合性能略优于多元线性回归模型(R: 0.754-0.880)。(C) 2016 Elsevier Ltd.版权所有。
This study investigated the effect of flavanols and their derivatives on acrylamide formation under low-moisture conditions via prediction using the support vector regression (SVR) approach. Acrylamide was generated in a potato-based equimolar asparagine-reducing sugar model system through oven heating. Both positive and negative effects were observed when the flavonoid treatment ranged 1-10,000 mu mol/L. Flavanols and derivatives (100 mu mol/L) suppress the acrylamide formation within a range of 59.9-78.2%, while their maximal promotion effects ranged from 2.15-fold to 2.84-fold for the control at a concentration of 10,000 mu mol/L. The correlations between inhibition rates and changes in Trolox-equivalent antioxidant capacity (Delta TEAC) (RTEAC-DPPH = 0.878, RTEAC-ABTS = 0.882, RTEAC-FRAP = 0.871) were better than promotion rates (RTEAC-DPPH = 0.815, RTEAC-ABTS = 0.749, RTEAC-FRAP = 0.841). Using Delta TEAC as variables, an optimized SVR model could robustly serve as a new predictive tool for estimating the effect (R: 0.783-0.880), the fitting performance of which was slightly better than that of multiple linear regression model (R: 0.754-0.880). (C) 2016 Elsevier Ltd. All rights reserved.