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RE: Regional Homogeneity (ReHo) in CONN

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[color=#000000]Hi Mohammad,[/color]

[color=#000000]Yes, LCOR, computed as the average connectivity between a voxel and its neighbors, is a measure of regional homogeneity, as it measures the similarity between the BOLD timeseries of neighboring voxels (with a user-defined neighboring-size parameter). [/color][color=#000000]That said, LCOR, as computed in CONN (see Nieto-Castanon 2020 for details) and extending the "Integrated Local Correlation" Deshpande et al. 2007 definition, is not identical to ReHo, as computed in C-PAC and following Zang et al. 2004 definition. In general LCOR can be considered a generalization of ReHo that behaves more robustly across different data resolutions and neighboring sizes (see for example Deshpande et al. "Integrated local correlation: A new measure of local coherence in fMRI data" for specific details, in particular some direct comparisons between ReHo and LCOR)[/color]

[color=#000000]Hope this helps[/color]
[color=#000000]Alfonso[/color]
[i]Originally posted by Mohammad Iyas Kawas:[/i][quote]Hello Alfonso,

Can ReHo be computed in CONN?
Will computing LCORR with a kernel size equal to the voxel width be the same as regional homogeneity (ReHo)?

Many thanks in advance,
Mohammad[/quote]

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