Are periodic tissue patterns produced by Turing reaction-diffusion? · revision history
Revision 1
Accepted · first revision · record
- Title
- Are periodic tissue patterns produced by Turing reaction-diffusion?
- Plain
- In 1952 Turing showed that two diffusing chemicals, one activating and one inhibiting, can make spots and stripes from a uniform start. Whether real fingers, hair follicles and feather buds form this way, or by cells pulling on each other, is settled for few systems.
- Precise
- For a periodic pattern (vertebrate digits, hair follicles, feather buds, fish skin stripes), determine whether reaction-diffusion of the identified molecules, with measured diffusion constants and reaction rates, satisfies the Turing instability conditions and predicts the wavelength and its change with tissue size, or whether a mechanochemical instability driven by cell traction sets the pattern. Answer: a classification per system with the measured parameters.
- Settled by
- In vivo measurement of diffusion and reaction rates of the candidate molecules plus perturbations of diffusion or traction that shift the wavelength as one model predicts.
- Kind
- well-posed
- Answer type
- classification
- References
- (empty)
- Literature status
- partially-resolved
- Status note
- A Bmp-Sox9-Wnt Turing network was proposed for digit patterning (Raspopovic and co-workers, Science 2014, doi 10.1126/science.1252960), while mechanical patterning was reported for feather follicles (Shyer and co-workers, 2017).
- Posed since
- 1952