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Relationships between kinetic constants and the amino acid composition of enzymes from the yeast Saccharomyces cerevisiae glycolysis pathway

机译:酵母菌糖酵解途径的酶动力学常数与氨基酸组成的关系

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The kinetic models of metabolic pathways represent a system of biochemical reactions in terms of metabolic fluxes and enzyme kinetics. Therefore, the apparent differences of metabolic fluxes might reflect distinctive kinetic characteristics, as well as sequence-dependent properties of the employed enzymes. This study aims to examine possible linkages between kinetic constants and the amino acid (AA) composition (AAC) for enzymes from the yeast Saccharomyces cerevisiae glycolytic pathway. The values of Michaelis-Menten constant ( K M), turnover number ( k cat), and specificity constant ( k sp?= k cat/ K M) were taken from BRENDA (15, 17, and 16 values, respectively) and protein sequences of nine enzymes (HXK, GADH, PGK, PGM, ENO, PK, PDC, TIM, and PYC) from UniProtKB. The AAC and sequence properties were computed by ExPASy/ProtParam tool and data processed by conventional methods of multivariate statistics. Multiple linear regressions were found between the log-values of k cat (3 models, 85.74% R adj.2 p K M (1 model, R adj.2?=?96.70%, p k sp (3 models, 96.15% R adj.2 p 0.00001), and the sets of AA frequencies (four to six for each model) selected from enzyme sequences while assessing the potential multicollinearity between variables. It was also found that the selection of independent variables in multiple regression models may reflect certain advantages for definite AA physicochemical and structural propensities, which could affect the properties of sequences. The results support the view on the actual interdependence of catalytic, binding, and structural residues to ensure the efficiency of biocatalysts, since the kinetic constants of the yeast enzymes appear as closely related to the overall AAC of sequences.
机译:代谢途径的动力学模型代表了根据代谢通量和酶动力学的生化反应系统。因此,代谢通量的表观差异可能反映了独特的动力学特性以及所用酶的序列依赖性。这项研究旨在检查酵母菌糖酵解途径的酶的动力学常数与氨基酸(AA)组成(AAC)之间的可能联系。 Michaelis-Menten常数(KM),周转数(k cat)和特异性常数(k sp?= k cat / KM)的值分别取自BRENDA(分别为15、17和16)和蛋白序列。来自UniProtKB的9种酶(HXK,GADH,PGK,PGM,ENO,PK,PDC,TIM和PYC)。通过ExPASy / ProtParam工具计算AAC和序列属性,并通过常规的多元统计方法处理数据。在k cat(3个模型,R.adj.2 p KM(3个模型,R adj.2?=?96.70%,pk sp(3个模型,R adj.96.15%)的对数值之间发现多元线性回归。 2 p 0.00001),并在评估变量之间潜在的多重共线性的同时,从酶序列中选择了AA频率集(每个模型为4至6个),还发现在多个回归模型中选择自变量可能反映了某些优势明确的AA物理化学和结构倾向,可能会影响序列的性质。由于酵母酶的动力学常数非常接近,因此该结果支持了催化,结合和结构残基的实际相互依赖性以确保生物催化剂的效率与序列的整体AAC有关。

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