Simplified modelling of metabolic pathways for flux prediction and optimization: lessons from an in vitro reconstruction of the upper part of glycolysis.
暂无分享,去创建一个
Christine Dillmann | Gilles Curien | Dominique de Vienne | C. Dillmann | G. Curien | J. Fiévet | D. de Vienne | Julie B Fiévet
[1] Jean-Pierre Mazat,et al. Mitochondrial threshold effects. , 2003, The Biochemical journal.
[2] Gilles Curien,et al. A kinetic model of the branch-point between the methionine and threonine biosynthesis pathways in Arabidopsis thaliana. , 2003, European journal of biochemistry.
[3] P. Cohen. The coordinated control of metabolic pathways by broad-specificity protein kinases and phosphatases. , 1985, Current topics in cellular regulation.
[4] J. Hervagault,et al. Irreversible transitions in the 6-phosphofructokinase/fructose 1,6-bisphosphatase cycle. , 1991, European journal of biochemistry.
[5] M. Stitt,et al. Decreased-activity mutants of phosphoglucose isomerase in the cytosol and chloroplast of Clarkia xantiana. Impact on mass-action ratios and fluxes to sucrose and starch, and estimation of Flux Control Coefficients and Elasticity Coefficients. , 1989, The Biochemical journal.
[6] P W Kuchel,et al. Model of 2,3-bisphosphoglycerate metabolism in the human erythrocyte based on detailed enzyme kinetic equations: equations and parameter refinement. , 1999, The Biochemical journal.
[7] M. Bali,et al. A modelling study of feedforward activation in human erythrocyte glycolysis. , 2001, Comptes rendus de l'Academie des sciences. Serie III, Sciences de la vie.
[8] Mark M. Meerschaert,et al. Mathematical Modeling , 2014, Encyclopedia of Social Network Analysis and Mining.
[9] Philip W. Kuchel,et al. Model of 2,3-bisphosphoglycerate metabolism in the human erythrocyte based on detailed enzyme kinetic equations: computer simulation and Metabolic Control Analysis , 1999 .
[10] J. Bailey,et al. Effects of spatiotemporal variations on metabolic control: approximate analysis using (log)linear kinetic models. , 1997, Biotechnology and bioengineering.
[11] E. Hofmann,et al. Selforganization of a glycolytic reconstituted enzyme system: alternate stable stationary states, hysteretic transitions and stabilization of the energy charge. , 1980, Advances in enzyme regulation.
[12] J. Heijnen,et al. Dynamic simulation and metabolic re-design of a branched pathway using linlog kinetics. , 2003, Metabolic engineering.
[13] J. Guinovart,et al. Hepatic Glycogen Synthesis Is Highly Sensitive to Phosphorylase Activity , 2001, The Journal of Biological Chemistry.
[14] R. Heinrich,et al. Mathematical analysis of enzymic reaction systems using optimization principles. , 1991, European journal of biochemistry.
[15] M A Savageau,et al. Concepts relating the behavior of biochemical systems to their underlying molecular properties. , 1971, Archives of biochemistry and biophysics.
[16] H. Westerhoff,et al. Protein burden in Zymomonas mobilis: negative flux and growth control due to overproduction of glycolytic enzymes , 1995 .
[17] F. Zimmermann,et al. Simultaneous overexpression of enzymes of the lower part of glycolysis can enhance the fermentative capacity of Saccharomyces cerevisiae , 2000, Yeast.
[18] Barbara M. Bakker,et al. Glycolysis in Bloodstream Form Trypanosoma brucei Can Be Understood in Terms of the Kinetics of the Glycolytic Enzymes* , 1997, The Journal of Biological Chemistry.
[19] Geert M. P. van Kempen,et al. Mean and variance of ratio estimators used in fluorescence ratio imaging. , 2000 .
[20] C Giersch. Determining elasticities from multiple measurements of flux rates and metabolite concentrations. Application of the multiple modulation method to a reconstituted pathway. , 1995, European journal of biochemistry.
[21] R K Scopes,et al. Measurement of protein by spectrophotometry at 205 nm. , 1974, Analytical biochemistry.
[22] M. Reuss,et al. In vivo analysis of metabolic dynamics in Saccharomyces cerevisiae: II. Mathematical model. , 1997, Biotechnology and bioengineering.
[23] Reinhart Heinrich,et al. A linear steady-state treatment of enzymatic chains. General properties, control and effector strength. , 1974, European journal of biochemistry.
[24] A K Sen. On the sign pattern of metabolic control coefficients. , 1996, Journal of theoretical biology.
[25] J. Vidal,et al. In Situ C4 Phosphoenolpyruvate Carboxylase Activity and Kinetic Properties in Isolated Digitaria Sanguinalis Mesophyll Cells , 2004, Photosynthesis Research.
[26] Martin J. Kushmerick,et al. A Computational Model for Glycogenolysis in Skeletal Muscle , 2002, Annals of Biomedical Engineering.
[27] Mathematical modeling of in vitro enzymatic production of 2-Keto-L-gulonic acid using NAD(H) or NADP(H) as cofactors. , 2002, Metabolic engineering.
[28] A. Cornish-Bowden. Fundamentals of Enzyme Kinetics , 1979 .
[29] Gregory Stephanopoulos,et al. A Functional Protein Chip for Pathway Optimization and in Vitro Metabolic Engineering , 2004, Science.
[30] D E Koshland,et al. The branch point effect. Ultrasensitivity and subsensitivity to metabolic control. , 1984, The Journal of biological chemistry.
[31] R. V. Prasad,et al. A strategy for increasing an in vivo flux by genetic manipulations. The tryptophan system of yeast. , 1992, The Biochemical journal.
[32] Barbara M. Bakker,et al. Can yeast glycolysis be understood in terms of in vitro kinetics of the constituent enzymes? Testing biochemistry. , 2000, European journal of biochemistry.
[33] S. Lion,et al. An extension to the metabolic control theory taking into account correlations between enzyme concentrations. , 2004, European journal of biochemistry.
[34] M Cascante,et al. Comparison of control analysis data using different approaches: modelling and experiments with muscle extract , 1997, FEBS letters.
[35] M. Stitt,et al. Reduced-activity mutants of phosphoglucose isomerase in the cytosol and chloroplast of Clarkia xantiana , 1989, Planta.
[36] P. Kuchel. 7 – Kinetic Analysis of Multienzyme Systems in Homogeneous Solution , 1985 .
[37] H. Kacser,et al. The molecular basis of dominance. , 1981, Genetics.
[38] M. Reuss,et al. In vivo analysis of metabolic dynamics in Saccharomyces cerevisiae : I. Experimental observations. , 1997, Biotechnology and bioengineering.
[39] D. Fell,et al. Modelling photosynthesis and its control. , 2000, Journal of experimental botany.
[40] C. Newgard,et al. Glucose-6-phosphatase Overexpression Lowers Glucose 6-Phosphate and Inhibits Glycogen Synthesis and Glycolysis in Hepatocytes without Affecting Glucokinase Translocation , 1999, The Journal of Biological Chemistry.
[41] E. Meléndez-Hevia,et al. Study of the flux and transition time control coefficient profiles in a metabolic system in vitro and the effect of an external stimulator. , 1989, The Biochemical journal.
[42] R. Moreno-Sánchez,et al. Glycolysis in Entamoeba histolytica , 2005, The FEBS journal.
[43] K. Mauch,et al. Tendency modeling: a new approach to obtain simplified kinetic models of metabolism applied to Saccharomyces cerevisiae. , 2000, Metabolic engineering.
[44] B. Palsson,et al. Metabolic modelling of microbes: the flux-balance approach. , 2002, Environmental microbiology.
[45] H. Kacser,et al. Kinetics of metabolic pathways. A system in vitro to study the control of flux. , 1986, The Biochemical journal.
[46] Joachim Selbig,et al. A Robot-Based Platform to Measure Multiple Enzyme Activities in Arabidopsis Using a Set of Cycling Assays: Comparison of Changes of Enzyme Activities and Transcript Levels during Diurnal Cycles and in Prolonged Darknessw⃞ , 2004, The Plant Cell Online.
[47] E. Voit,et al. An indirect optimization method for biochemical systems: description of method and application to the maximization of the rate of ethanol, glycerol, and carbohydrate production in Saccharomyces cerevisiae. , 1997, Biotechnology and bioengineering.
[48] H. Kacser,et al. The control of flux. , 1995, Biochemical Society transactions.
[49] Luc Negroni,et al. Assessing factors for reliable quantitative proteomics based on two‐dimensional gel electrophoresis , 2004, Proteomics.