2017
DOI: 10.1073/pnas.1617508114
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Cellular trade-offs and optimal resource allocation during cyanobacterial diurnal growth

Abstract: Cyanobacteria are an integral part of Earth's biogeochemical cycles and a promising resource for the synthesis of renewable bioproducts from atmospheric CO 2 . Growth and metabolism of cyanobacteria are inherently tied to the diurnal rhythm of light availability. As yet, however, insight into the stoichiometric and energetic constraints of cyanobacterial diurnal growth is limited. Here, we develop a computational framework to investigate the optimal allocation of cellular resources during diurnal phototrophic … Show more

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Cited by 100 publications
(141 citation statements)
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“…will be needed before reaching a working pathway . As our capacity of predicting the impact of major metabolic modifications increases, it is likely that the above efforts will be reduced. Ultimately, accurate prediction of optimal metabolic designs considering cellular context remains one of the greatest challenges in the field.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…will be needed before reaching a working pathway . As our capacity of predicting the impact of major metabolic modifications increases, it is likely that the above efforts will be reduced. Ultimately, accurate prediction of optimal metabolic designs considering cellular context remains one of the greatest challenges in the field.…”
Section: Discussionmentioning
confidence: 99%
“…Fundamental metabolic trade‐offs between metabolic rates and yield can be systematically explored by considering the associated protein cost of the underpinning pathway and/or phenotype . Indeed, the inclusion of enzyme cost as the objective function for predicting metabolic network states using GSMMs and ME models (metabolic and expression models) has greatly increased their prediction fidelity and our general understanding of metabolism. In the context of pathway prediction, application of this criterion has also been attempted for predicting alternative, “biologically convenient” pathways with specific metabolic functions .…”
Section: Constraint‐based Optimization Methods For Pathway Designmentioning
confidence: 99%
“…Nonetheless, genome-scale models with dynamic metabolite pools are being developed (Karr et al, 2012). A challenge will be to quantify the cost of carrying and running an assimilation system, but FBA is also being extended in this dimension [including dynamic simulation of ribosomes, Reimers et al (2017)). The present model is limited to comparing the specialist versus generalist substrate assimilation strategies, but a more complex model may consider other factors that distinguish oligotrophs (gleaners, free-living, K-strategists) that grow slow on low nutrient levels from copiotrophs (opportunists, patch-associated, r-strategists) that grow fast on high nutrient levels.…”
Section: Discussionmentioning
confidence: 99%
“…(12) can be reformulated as a mixed-integer linear optimization problem (MILP), for which there exist efficient solvers. To solve r-deFBA numerically, the dynamic real and Boolean variables are discretized in time like in [12]. The Boolean equations (9) and the logical implications (10)-(11) can be transformed into a system of linear 0-1 inequalities using a standard recursive substitution procedure [19,24].…”
Section: Formulating R-defba As a Dynamic Optimization Problemmentioning
confidence: 99%
“…Independently, Lerman et al introduced ME-models [8,9], a related approach for integrating metabolism and gene expression at steadystate. To combine these two ways of extending FBA, dynamics and resource allocation, several frameworks have been developed during the last years, which include dynamic enzyme-cost FBA (deFBA) [10], conditional FBA (cFBA) [11,12], dynamic resource balance analysis (dRBA) [13] and dynamicME [14]. Table 1: Constraint-based flux balance approaches Concerning integrated modeling of metabolism and regulation, there exist approaches such as regulatory flux balance analysis (rFBA) [15] and Flexflux [16], which combine Boolean or multi-valued logical rules for transcriptional regulation with a steady-state stoichiometric model of metabolism.…”
Section: Introductionmentioning
confidence: 99%