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- (570e) Metabolic Flux-Based Modularity Using Shortest Retroactive Distances
In a reaction-centric graph model of a metabolic network, a quantitative measure of the interaction between a pair of connected reaction nodes can be obtained from the flux of the intermediary metabolite. We define the weight of an edge between a connected pair of reaction nodes as the inverse of the fraction of the intermediate metabolite production flux that is directed towards the destination node. This definition is consistent with the intuitive notion that a large metabolite flux from one reaction to another corresponds to a strong interaction, and thus is represented by a relatively short edge, whereas a weak interaction is represented by a long edge. To examine the impact of the flux weights, we applied the modified partitioning algorithm to flux data describing adipocyte differentiation and enzyme inhibition [2]. Our results indicate that the metabolic state of the adipocyte significantly impacts the modular assignment of two key upstream reactions in fatty acid synthesis and glycerogenesis, pyruvate carboxylase (PCX), and phosphoenolpyruvate carboxykinase (PEPCK), which connect carbohydrate metabolism to lipogenesis. Our analysis also identifies several robust reaction pairs that consistently partition together into the same module regardless of metabolic state. Examples include reaction pairs that couple the pentose phosphate shunt and palmitate synthesis through the production and consumption of NADPH. Lastly, we show that the modular organization of adipocyte metabolism is relatively stable with respect to the inhibition of an enzyme compared to a major physiological change such as cellular differentiation.
[1] Sridharan GV, Hassoun S, Lee K (2011) Identification of Biochemical Network Modules Based on Shortest Retroactive Distances. PLoS Comput Biol 7(11): e1002262. doi:10.1371/journal.pcbi.1002262
[2] Si, Yaguang, Hai Shi, and Kyongbum Lee. “Impact of perturbed pyruvate metabolism on adipocyte triglyceride accumulation.” Metabolic engineering 11, no. 6 (November 2009): 382-90.