2022
DOI: 10.1093/bioinformatics/btac748
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STRIKE-GOLDD 4.0: user-friendly, efficient analysis of structural identifiability and observability

Abstract: Motivation STRIKE-GOLDD is a toolbox that analyses the structural identifiability and observability of possibly non-linear, non-rational ODE models that may have known and unknown inputs. Its broad applicability comes at the expense of a lower computational efficiency than other tools. Results STRIKE-GOLDD 4.0 includes a new algorithm, ProbObsTest, specifically designed for the analysis of rational models. ProbObsTest is sign… Show more

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Cited by 18 publications
(15 citation statements)
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“… Massonis et al (2021) applied it to a NF- κ B model of 30 variables; applying it to larger and/or more complex models can be challenging. However, it should be noted that the algorithmic improvements included in recent versions of the STRIKE-GOLDD toolbox have reduced its computational cost ( Díaz-Seoane et al , 2022 ). The other steps in our procedure have better scalability, and they can be applied to models with hundreds of variables, as shown in Villaverde et al (2022) .…”
Section: Discussionmentioning
confidence: 99%
“… Massonis et al (2021) applied it to a NF- κ B model of 30 variables; applying it to larger and/or more complex models can be challenging. However, it should be noted that the algorithmic improvements included in recent versions of the STRIKE-GOLDD toolbox have reduced its computational cost ( Díaz-Seoane et al , 2022 ). The other steps in our procedure have better scalability, and they can be applied to models with hundreds of variables, as shown in Villaverde et al (2022) .…”
Section: Discussionmentioning
confidence: 99%
“…We have implemented both methods in the Matlab toolbox STRIKE-GOLDD [ 22 ]. In the analyses reported in this paper, we have used preferentially the second, most efficient algorithm.…”
Section: Methodsmentioning
confidence: 99%
“…Implementation Both geometric approaches were implemented in the Matlab toolbox STRIKE_GOLDD 4.0 [25]. The toolbox allows to assess local observability (and structural local identifiability) with the FISPO and ORC-DF algorithms.…”
Section: Geometric Approachmentioning
confidence: 99%
“…The full inhibition function I ac is a major source of nonlinearity in the ADM1-R3. Neglecting model part D (inhibition through pH and ammonia) allows to cut out the first and last factor of I ac , see (25). Consequently, S nh3 can be omitted in the state vector.…”
Section: Neglecting Model Part D -Inhibition Through Ph and Ammoniamentioning
confidence: 99%
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