Description Usage Arguments Details Author(s) References See Also Examples
The function setAtlas
constructs usual grids on manifold.
1 | setAtlas(object,gridtype,Ng)
|
object |
a object of class process or manifold; |
gridtype |
the type of the grid, possible choice |
Ng |
parameter of the size of the grid, see details. |
We list here the different implemented grids. For
manifold@name=="plane"
we have the gridtype=="regular"
grid (with the parameter Ng
returns a regular grid on [0,1]x[0,1] of size Ng*Ng
), the gridtype=="random"
grid (uniform random choice of the both coordinates on [0,1], grid of size Ng*Ng
) and the gridtype=="visualization"
grid, of size (2^Ng +1)*(2^Ng +1)
composed of regular refinments.
For manifold@name=="sphere"
, we have the following grids:
there isn't exist gridtype=="regular"
grid for a sphere, but
a gridtype=="random"
grid (uniform density sample on the sphere of size Ng*Ng
) and a gridtype=="visualization"
grid (sphere-visualization grid on the sphere of size 6*Ng*Ng
, union
of the 6 domains centered around one of the 6 triply orthogonal poles, each domain are composed of the heights on the sphere (when they exists) corresponding to the regular mesh [-3/4,3/4]x[-3/4,3/4] of the others two cartesian coordinates).
Finally, for manifold@name=="hyperboloid"
we have:
no gridtype=="regular"
grid on the hyperboloid, but a
gridtype=="random"
grid (uniform density sample on the sphere of size Ng*Ng
) and a
gridtype=="visualization"
grid (hyperboloid-vizualisation grid of size Ng*Ng
, a domain of composed of the height
of the hyperboloid corresponding to the regular mesh [-3,3]x[-3,3] of the other two cartesian coordinates)
Alexandre Brouste (http://perso.univ-lemans.fr/~abrouste/) and Sophie Lambert-Lacroix (http://membres-timc.imag.fr/Sophie.Lambert/).
A. Brouste, J. Istas and S. Lambert-Lacroix (2010). On simulation of manifold indexed fractional Gaussian fields.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 | # Load FieldSim library
library(FieldSim)
# Example on the line manifold
line<-setManifold("line")
str(line)
setAtlas(line,"regular",200)
str(line)
#Example on the fractional Brownian motion
line.fBm<-setProcess("fBm-line",0.7)
str(line.fBm)
setAtlas(line.fBm,"regular",200)
str(line.fBm)
setAtlas(line.fBm,"random",100)
str(line.fBm)
setAtlas(line.fBm,"finer",9)
str(line.fBm)
setAtlas(line.fBm,"visualization",9)
str(line.fBm)
|
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