2016
DOI: 10.1186/s12918-016-0269-0
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Multi-objective optimization framework to obtain model-based guidelines for tuning biological synthetic devices: an adaptive network case

Abstract: BackgroundModel based design plays a fundamental role in synthetic biology. Exploiting modularity, i.e. using biological parts and interconnecting them to build new and more complex biological circuits is one of the key issues. In this context, mathematical models have been used to generate predictions of the behavior of the designed device. Designers not only want the ability to predict the circuit behavior once all its components have been determined, but also to help on the design and selection of its biolo… Show more

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Cited by 43 publications
(40 citation statements)
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“…pothesize that the observed circuits show optimal tradeoff between key tasks. To test this, we use a Pareto optimality approach (El Samad et al, 2005a;Shoval et al, 2012;Warmflash et al, 2012;Szekely et al, 2013;Boada et al, 2016). We demonstrate that the two topologies observed in biological systems are among the very few that show an optimal tradeoff of amplitude versus speed and amplitude versus noise resistance.…”
Section: Introductionmentioning
confidence: 99%
“…pothesize that the observed circuits show optimal tradeoff between key tasks. To test this, we use a Pareto optimality approach (El Samad et al, 2005a;Shoval et al, 2012;Warmflash et al, 2012;Szekely et al, 2013;Boada et al, 2016). We demonstrate that the two topologies observed in biological systems are among the very few that show an optimal tradeoff of amplitude versus speed and amplitude versus noise resistance.…”
Section: Introductionmentioning
confidence: 99%
“…[12] The multiobjective optimization design (MOOD) framework to perform model parameter estimation has been successfully used for the optimal design of gene networks, [13,14] complex systemsi dentification, [15] or closed-loop systemsi dentification. [12] The multiobjective optimization design (MOOD) framework to perform model parameter estimation has been successfully used for the optimal design of gene networks, [13,14] complex systemsi dentification, [15] or closed-loop systemsi dentification.…”
Section: Introductionmentioning
confidence: 99%
“…the richnesso ft he information collected from an experiment, that is, how useful it will be to improve the estimation of the model parameters, may strongly depend on the true value of the parameters. [12] The multiobjective optimization design (MOOD) framework to perform model parameter estimation has been successfully used for the optimal design of gene networks, [13,14] complex systemsi dentification, [15] or closed-loop systemsi dentification. [16] It allows the following problems, which are difficult to tackle by using single-or weighted-objective optimizationa pproaches often found in syntheticg ene networks, to be addressed:1 )lack of identifiability,w hich is caused by overparametrization and multimodality of certain model parameters in the parameters space due to nonconvexity,s ince the MOOD approachc an provide all sets of parameters compatible with the objectives for optimization;2 )parameter selectionf itting, which is at rade-off between accuracy and model complexity or between multiple desired model performance specifications, since am ulticriteria decision-making (MCDM) strategy to select the most suitable solutionsi si ntegrated in the MOOD framework;3 )consideration of experimental context (e.g.,c ulture growth conditions) by including growth and experiment-relatedo bjectives, and4 )consideration of circuit contexts, sincet he estimation of parameters for ap art, or as et of parts, of interestc an be performed by using differentgene circuits that all share the parts of interest.…”
Section: Introductionmentioning
confidence: 99%
“…Thus, this method examines the interactions between three system objectives (growth and the two constraints). Other MO-based studies have provided important insights for systems bioengineering, including the relationships between environments and regulatory mechanisms [27][28][29], the minimal number and combination of augmentations to a system that would result in greatest amount of strain optimization [30,31], and guidelines for tuning synthetic biology devices [32].…”
Section: Introductionmentioning
confidence: 99%