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2020
DOI: 10.1016/j.jtbi.2019.110042
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Cross-inhibition of Turing patterns explains the self-organized regulatory mechanism of planarian fission

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Cited by 16 publications
(9 citation statements)
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References 85 publications
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“…Ding et al [55], Hammoudi et al [56], Herath and Lobo [59], Cole [62] Higher temperature (25-33°C) The regeneration speed increased. The movement is slow, and the velocity is not stable.…”
Section: Inhibit Rosmentioning
confidence: 97%
See 1 more Smart Citation
“…Ding et al [55], Hammoudi et al [56], Herath and Lobo [59], Cole [62] Higher temperature (25-33°C) The regeneration speed increased. The movement is slow, and the velocity is not stable.…”
Section: Inhibit Rosmentioning
confidence: 97%
“…According to literatures showing that the fission of planarian flatworms correlates with the length and area size of worms [57], the fission frequency increased with the body size; when the body length is shorter than 4-5 mm, they cannot fission again [58]. Subsequent researchers reported that environmental stress can impact the process, such as increased temperature would decrease the fission length and increase the frequency of fission [59]. Hammoudi et al showed that the spontaneous fission frequency multiplied significantly at 26°C and 28°C than at 19°C [56].…”
Section: Physiological Effects Of Temperature and Oxygenmentioning
confidence: 99%
“…In the first session, metabolic models were developed to rationalise strategies for (i) the optimisation of energy use, such as to identify alternative sources of reactive oxygen species, (ii) to optimise proteomic allocation, integrate different sources of information and (iii) to identify a reduced genome for functional optimisation ( Szeliova et al , 2020 ). The second session on organism-level models included presentations on (i) a scalable model for prokaryote and human cells using a modular pipeline, (ii) a cross-inhibited Turing reaction-diffusion system to model the regeneration and homeostasis in planaria ( Herath and Lobo, 2020 ) and (iii) the first mathematical model of cell cycle control in budding yeast that can exhibit sustained, autonomous oscillations through previously unknown network designs ( Mondeel et al , 2020 ). These talks described the role of modelling in revealing underlying mechanistic insights by predicting novel molecular regulations.…”
Section: Annual Meetingsmentioning
confidence: 99%
“…Mechanistic models-specifically, those based on mathematical descriptions of the underlying causes-have been proposed for explaining the planarian body patterning during homeostasis and regeneration. These dynamic models can provide mechanistic hypotheses for the formation of the planarian poles and AP patterning by reaction-diffusion (Meinhardt, 1982;Schiffmann, 2011), including the rescaling of head and tail patterns (Werner et al, 2015) as well as the location of fission planes (Herath & Lobo, 2020). Conversely, inhibitory signals diffusing from the worm AP-ML border can produce the planarian midline gradient forming from the ML axis (Meinhardt, 2004).…”
Section: Introductionmentioning
confidence: 99%