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@coeff
slot of Nef
-objects in that way:
coeff.sel
helps to select a given number of harmonics and coeff.split
returns a named list of coordinates.coeff.sel(retain = 8, drop = 0, nb.h = 32, cph = 4)
coeff.split(cs, nb.h = 8, cph = 4)
vector
of harmonic coefficients.numeric
. The number of harmonics to retain.numeric
. The number of harmonics to dropnumeric
. The maximum harmonic rank.numeric
. The number of coefficients per harmonic.coeff.sel
returns indices that can be used to select columns from an harmonic coefficient matrix.
coeff.split
returns a named list of coordinates.coeff.sel(retain=8, drop=0, nb.h=24)
coeff.sel(retain=8, drop=0, nb.h=24, cph=2) # for tangent angle / radius variation matrices.
coeff.split(1:128, nb.h=32, cph=4)
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