Description Usage Arguments Value References See Also Examples

Compute a MSE approximation for volume predictors. The structure of interest is an isotropic 3D random compact set. The sampling device is a uniform random lattice of figures (point patterns, line segments, sections...). The approximation depends only on sampling parameters and on the mean surface (to be provided) of the structure.

1 | ```
vol.mse(x, S = 1, L = 3)
``` |

`x` |
a lattice of figures, object of class FigLat-class. |

`S` |
the mean surface. Default: 1. |

`L` |
an integer, the criterion for stopping summation of the
Epstein zeta function. Argument of the function |

The MSE approximation as a numeric.

Kieu, K. and Mora, M. (2005). Stereological estimation of mean volume: precision of three sampling designs. Technical report 2005-1, Unite de Mathematiques et informatique appliquees, INRA. http://www.inra.fr/bia/J/nosdoc/rapport_miaj_2005_1.pdf.

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pgs documentation built on May 29, 2017, 5:30 p.m.

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