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© The Rockefeller University Press, 0021-9525/1998//973 $5.00
The Journal of Cell Biology, Volume 140, Number 4, , 1998 973

Correction

Plattner et al. Vol. 139, No. 7, December 1997. Pages 1709–1717.

Underlined portions of the text below represent corrected symbols that appeared in the derivation of equation 2 on p. 1711.

Assume that the centers of granules are distributed randomly and uniformly over the cell volume, except for those regions in which steric hindrance does not allow the presence of a granule larger than a certain diameter because of overlap with the cell boundary. Then the probability p(d) to find the center of a granule of radius at a distance d from the boundary of a cell with radius r₀ is given by

1

where 4(r₀ – d)²dr is the volume of a shell of width dr at distance (r₀ – d) from the center of the cell.

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This Article Full Text (PDF, 46K) Alert me when this article is cited Services Email this article Similar articles in this journal Alert me to new content in the JCB Download to citation manager Citing Articles Citing Articles via CrossRef Citing Articles via Google Scholar Google Scholar Search for Related Content Social Bookmarking                            What's this?