caclulate texture index of ODF
The normx of an ODF f is defined as:
\[ t = \sqrt(-\int f(g)^2 dg)\]
Syntax
t = norm(odf,varargin)Input
| odf | ODF |
Output
| texture index | double |
Options
| resolution | resolution of the discretization |
| fourier | use Fourier coefficients |
| bandwidth | bandwidth used for Fourier calculation |
See also
ODF.textureindex ODF.entropy ODF.volume ODF.ODF ODF.calcFourier