cmtk-fit_spline_dfield - Online in the Cloud

This is the command cmtk-fit_spline_dfield that can be run in the OnWorks free hosting provider using one of our multiple free online workstations such as Ubuntu Online, Fedora Online, Windows online emulator or MAC OS online emulator

PROGRAM:

NAME


fit_spline_dfield - Deformation Field to Transformation

SYNOPSIS


fit_spline_dfield InputDField OutputXform

DESCRIPTION


Fit a parametric nonrigid transformation (B-spline free-form deformation) to a deformation
field

OPTIONS


Global Toolkit Options (these are shared by all CMTK tools)
--help
Write list of basic command line options to standard output.

--help-all
Write complete list of basic and advanced command line options to standard output.

--wiki
Write list of command line options to standard output in MediaWiki markup.

--man
Write man page source in 'nroff' markup to standard output.

--version
Write toolkit version to standard output.

--echo
Write the current command line to standard output.

--verbose-level <integer>
Set verbosity level.

--verbose, -v
Increment verbosity level by 1 (deprecated; supported for backward compatibility).

--threads <integer>
Set maximum number of parallel threads (for POSIX threads and OpenMP).

Input Options
--absolute
Input is an absolute transformation field [x maps to input(x)] [This is the default]

--relative
Input is relative deformation field, e.g., a gradient or force field [x maps to
x+input(x)]

Fitting Options
--levels <integer>
Number of levels in the multi-level B-spline approximation procedure. [Default: 1]

--fit-affine-first
Fit affine transformation first, then initialize spline with it.

Output Options
--final-cp-spacing <double>
Final control point grid spacing of the output B-spline transformation. [Default: 0]

--final-cp-dims <string>
Final control point grid dimensions (i.e., number of controlpoints) of the output B-
spline transformation. To be provided as 'dimX,dimY,dimZ'. [Default: NONE]

AUTHORS


Torsten Rohlfing, with contributions from Michael P. Hasak, Greg Jefferis, Calvin R.
Maurer, Daniel B. Russakoff, and Yaroslav Halchenko

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