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Robustness of connectome harmonics to local gray matter and long-range white matter connectivity changes
2020
NeuroImage
Recently, it has been proposed that the harmonic patterns emerging from the brain structural connectivity underlie the resting state networks of the human brain. These harmonic patterns, termed connectome harmonics, are estimated as the Laplace eigenfunctions of the combined gray and white matters connectivity matrices and yield a connectome-specific extension of the well-known Fourier basis. However, it remains unclear how topological properties of the combined connectomes constrain the
doi:10.1016/j.neuroimage.2020.117364
pmid:32947015
pmcid:PMC7779370
fatcat:azyft4n4rzah3nyl253suiy27i