When using ROIs or Parcellations, they typically come with a resolution (2mm, 1mm, etc). Do the resolutions of a parcellation need to match the functional data I am using? If so, what is this process and how does it work?
I would say that the resolution of your ROIs has to match the resolution of the functional data. I work with AFNI - here you can do it using 3dresample command.
In fMRI analysis, it is generally recommended to align the resolution of the parcellations or ROIs (Regions of Interest) with the resolution of the functional data. This alignment ensures that the anatomical boundaries defined by the parcellations match the underlying functional activity measured by the fMRI data.
If the resolutions of the parcellations and the functional data do not match, it is often necessary to resample either the parcellations or the functional data to achieve a common resolution. Resampling involves transforming the data from one grid to match the grid of another dataset. This process ensures that each voxel in the functional data corresponds to the same anatomical region defined by the parcellations.
Resampling can be performed using various software tools commonly used in fMRI analysis, such as FSL, SPM, or AFNI. These tools provide functions or utilities to resample the data. The specific steps for resampling depend on the software being used, but generally involve specifying the target resolution and selecting the interpolation method (e.g., nearest neighbor, trilinear interpolation) to determine the values for the new grid points.
It's important to note that resampling can introduce some interpolation errors and potential loss of spatial detail. Therefore, it's generally preferable to have the parcellations and functional data acquired at the same resolution to minimize any discrepancies. However, if you have no control over the acquisition resolution, resampling is a common approach to align the datasets for further analysis.
When resampling, it's also important to consider the impact on the statistical analysis. Resampling can affect the spatial smoothness of the data and alter the properties of the noise distribution. Therefore, it is advisable to consult relevant literature or seek expert advice to determine the appropriate resampling strategy that best suits your specific analysis goals and dataset.