The Topology of Cleavage Patterns with Examples from Embryos of Nereis, Styela and Xenopus
A theoretical scheme of cleavage is defined and used to construct topological maps of the cleavage patterns in embryos of Nereis, Styela and Xenopus. The maps are a projection of the surface of the embryo showing every blastomere and every neighbour of each blastomere. They simplify the cleavage pat...
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Published in | Philosophical Transactions of the Royal Society of London, Series B: Biological Sciences Vol. 325; no. 1225; p. 1 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
London
The Royal Society
31.08.1989
Royal Society of London |
Online Access | Get full text |
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Summary: | A theoretical scheme of cleavage is defined and used to construct topological maps of the cleavage patterns in embryos of
Nereis, Styela and Xenopus. The maps are a projection of the surface of the embryo showing every blastomere and every neighbour
of each blastomere. They simplify the cleavage pattern. The cellular arrangements observed in blastulae can be reconstructed
from the topological maps after specifying the mechanics that shape cellular arrangements. The mechanics of the rotations
of blastomeres in the spiral cleavage of Nereis are found by these means. The maps of Nereis and Styela show the differences
between spiral and bilateral cleavage. The map of Xenopus has bilateral symmetry and strongly resembles that of Styela. The
variable cleavage patterns in Xenopus were recorded easily in topological maps. A numbering system for blastomeres of Xenopus,
based on Conklin's scheme for Styela, is described for experimental use. To explain the forms of cleavage patterns, we consider
ways of dividing the plane into polygons each with six neighbours by lines drawn sequentially. Some ways have bilateral symmetry.
We show how such partitioning of the plane can be transferred to a sphere. This allows cleavage patterns, which are a partitioning
of a sphere, to be transferred back to the plane and so be compared with the partitioning that gives six neighbours. We conclude
that cleavage patterns have features that bias the number of neighbours of each cell towards six. The forms of cleavage patterns,
it is suggested, preserve spatial information in the cytoplasm, such as that set up during oogenesis and during ooplasmic
segregation after fertilization, during the partitioning of the zygote into cells. They could be mechanically stable ways
of dividing the zygotic cytoplasm that reduce stresses so blastomeres do not shift and disrupt the established spatial values.
The apparently conflicting views of Thompson (On growth and form. Cambridge University Press (1917)), who believed cleavage
patterns were determined solely by mechanical forces, and Wilson (The cell in development and heredity. New York: Macmillan
(1925)), who argued that cleavage patterns had promorphological significance, may thus be reconciled. |
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ISSN: | 0962-8436 0080-4622 1471-2970 |
DOI: | 10.1098/rstb.1989.0072 |