GAPDH Modelling
Mathematical model for GAPDH kinetics, saturation with BPG, NADPH, NADP, GAP and Pi
SEEK ID: https://fairdomhub.org/assays/227
Modelling Analysis
Projects: SulfoSys
Investigation: Central Carbon Metabolism of Sulfolobus solfataricus
Study: Model Gluconeogenesis
Biological problem addressed: Enzymology
Organisms: Sulfolobus solfataricus
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Views: 2391
Created: 1st Aug 2013 at 16:00
Last updated: 8th Nov 2017 at 15:21
Related items
Projects: PSYSMO, MOSES, SysMO DB, SysMO-LAB, SulfoSys, SulfoSys - Biotec, Whole body modelling of glucose metabolism in malaria patients, FAIRDOM, Molecular Systems Biology, COMBINE Multicellular Modelling, HOTSOLUTE, Steroid biosynthesis, Yeast glycolytic oscillations, Computational pathway design for biotechnological applications
Institutions: Manchester Centre for Integrative Systems Biology, University of Manchester, University of Stellenbosch, School of Computer Science, University of Manchester, Stellenbosch University
Silicon cell model for the central carbohydrate metabolism of the archaeon Sulfolobus solfataricus under temperature variation
Programme: SysMO
Public web page: http://sulfosys.com/
An investigation in the central carbon metabolism of S. solfataricus with a focus on the unique temperature adaptations and regulation; using a combined modelling and experimental approach.
Snapshots: No snapshots
Mathematical model of a subset of reactions comprising the three most temperature sensitive intermediates of the gluconeogenic pathway in S. solfataricus
Person responsible: Jacky Snoep
Snapshots: No snapshots
Simulation results of GAPDH experimental data for BPG, NADPH, NADP, GAP, and Pi
Creators: Jacky Snoep, Theresa Kouril
Contributor: Jacky Snoep
Relationship type: Simulation results
Kinetic characterisation of GAPDH. Expermental data for enzyme reaction rates with increasing concentrations of BPG, NADPH, NADP, GAP and Pi.
Mathematical model for GAPDH kinetics, BPG, NADPH, NADP, GAP and Pi saturation.
Creator: Jacky Snoep
Contributor: Jacky Snoep
Model type: Ordinary differential equations (ODE)
Model format: Mathematica
Environment: Not specified
Abstract (Expand)
Authors: Theresa Kouril, Dominik Esser, Julia Kort, Hans Westerhoff, Bettina Siebers, Jacky Snoep
Date Published: 20th Jul 2013
Journal: FEBS J.
