By King A.S.
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A complicated examine Workshop (ARW) subsidized through NATO and the California area Institute used to be held in Corsica (France) October three to 7, 1983 to debate the position of satellite tv for pc observations within the large-scal·eoceanographic experiments, specifically these below dialogue (e. g. , the realm Ocean flow test, WOCE, and the Tropical Ocean and worldwide surroundings, TOGA).
Extra resources for [Article] Experiments with the Tube Resistance Furnace on the Effect of Potential Difference
Cell 101:9-21. 5. , Handel, K and Roth, S. (2000). The maternal nf-kappa b/dorsal gradient of tribolium castaneum: dynamics of early dorsoventral patterning in a short-germ beetle. Development 127:5145-5156. 6. , Thisse, C. E. (2000). The leftyrelated factor xatv acts as a feedback inhibitor of nodal signaling in mesoderm induction and l-r axis development in Xenopus. Development 127:1049-1061. 7. , Schaller, H. and Trenkner, E. (1972). Regeneration of hydra from reaggregated cells. Nature New Biology 239:98-101.
3. 4. 5. 6. 7. 8. 9. 10. predicts the expression pattern of the segment polarity genes in Drosophila melanogaster. Submitted to J. Biol. K. (2001). Programming the Drosophila Embryo. Cell Biochem. and Biophys, 34:153-189. R, Hood,L. and Bolouri,H. (2002). A genomic regulatory network for development. Science 295:1669-1678. G. (1999). A mathematical model for outgrowth and spatial patterning of the vertebrate limb bud. J of Theor. Bioi. ,and Tickle, C. (2000). A model for anteroposterior patterning of the vertebrate limb based on sequential long- and short-range Shh signalling and Bmp signalling.
None of them seem to have had any influence on Turing's thinking; none were cited by him. Morgan  postulated the existence of an anterior-posterior material gradient along the body axis of the planarian as being responsible for the observed 3 Alan Turing and "The Chemical Basis of Morphogenesis" 37 gradient in the time needed for the regeneration of a new head following amputation. Kolmogorov, Piskunov and Petrovsky  studied a one-component, one-dimensional diffusion equation with a 'source' term and showed that in an infinite medium traveling wave solutions were possible.
[Article] Experiments with the Tube Resistance Furnace on the Effect of Potential Difference by King A.S.