| Literature DB >> 33110138 |
Karl-Heinz Nenning1, Julia Furtner2, Barbara Kiesel3, Ernst Schwartz4, Thomas Roetzer5, Nikolaus Fortelny6, Christoph Bock6,7, Anna Grisold8, Martha Marko8, Fritz Leutmezer8, Hesheng Liu9, Polina Golland10, Sophia Stoecklein11, Johannes A Hainfellner5, Gregor Kasprian2, Daniela Prayer2, Christine Marosi12, Georg Widhalm3, Adelheid Woehrer5, Georg Langs13,14.
Abstract
Glioblastoma might have widespread effects on the neural organization and cognitive function, and even focal lesions may be associated with distributed functional alterations. However, functional changes do not necessarily follow obvious anatomical patterns and the current understanding of this interrelation is limited. In this study, we used resting-state functional magnetic resonance imaging to evaluate changes in global functional connectivity patterns in 15 patients with glioblastoma. For six patients we followed longitudinal trajectories of their functional connectome and structural tumour evolution using bi-monthly follow-up scans throughout treatment and disease progression. In all patients, unilateral tumour lesions were associated with inter-hemispherically symmetric network alterations, and functional proximity of tumour location was stronger linked to distributed network deterioration than anatomical distance. In the longitudinal subcohort of six patients, we observed patterns of network alterations with initial transient deterioration followed by recovery at first follow-up, and local network deterioration to precede structural tumour recurrence by two months. In summary, the impact of focal glioblastoma lesions on the functional connectome is global and linked to functional proximity rather than anatomical distance to tumour regions. Our findings further suggest a relevance for functional network trajectories as a possible means supporting early detection of tumour recurrence.Entities:
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Year: 2020 PMID: 33110138 PMCID: PMC7591862 DOI: 10.1038/s41598-020-74726-1
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Illustration of the method used to quantify patient- and voxel-wise anomaly maps. (a) Based on a control group of 80 individuals, for each voxel a baseline cosine similarity between the voxel-wise connectivity patterns is calculated. Patient specific anomaly maps are generated by quantifying the connectivity profile deviation from the control group. (b) Illustration of the generated tumour tissue segmentations and a patient-specific anomaly map. Figure created with ITK-SNAP 3.8 (www.itksnap.org), MATLAB 2014a (www.mathworks.com) and Microsoft Office PowerPoint 2016 (www.microsoft.com).
Figure 2Anomalies are situated along functional proximity to tumour voxels rather than spatial distance. (a) In 14 out of 15 patients, a higher percentage of tumour voxels is observed where the anomaly follows functional proximity rather than spatial distance. (b) Tumour voxels, for which anomalies relate to spatial distance are primarily found in spatially compact networks such as the visual (VIS), somatomotor (SM), or limbic (LIMB) networks. Tumour voxels for which a functional proximity relates to anomaly are primarily found in higher order networks such as the dorsal (DAN) and ventral attention networks (VAN), default mode (DMN) as well as the frontoparietal control (CON) network. Figure created with MATLAB 2014a (www.mathworks.com) and Microsoft Office PowerPoint 2016 (www.microsoft.com).
Figure 3Distribution of anomaly scores in seven resting-state networks. (a) The patient-specific anomaly scores showed a symmetry within cerebral resting-state networks in the ipsilateral and contralateral tumour hemispheres. (b) Within and across resting-state network correlation of anomaly scores revealed symmetric alterations particularly in the cerebrum. For the cerebellum, similarity was not restricted to the same resting-state networks on both hemispheres, indicating a disturbed cerebellar connectivity structure. (c) Patients with a tumour located in the left hemisphere showed a higher overlap between lesion-map and anomalies (thresholded at p = 0.05 uncorr.) in the contralateral (right) cerebellum. The same effect was observed in patients with a tumour located in the right hemisphere, where the contralateral (left) cerebellum showed a higher overlap between lesion-map and anomaly (thresholded at p = 0.05 uncorr.). Figure created with MATLAB 2014a (www.mathworks.com) and Microsoft Office PowerPoint 2016 (www.microsoft.com).
Figure 4Longitudinal anomaly trajectories for pre-, post-surgery and the first follow-up. (a) Evaluation of the anomaly score trajectories over pre-, post-surgery and the first follow-up scans showed a decrease of network anomaly at first follow-up after glioblastoma surgery for all resting-state networks. (b) Maximum intensity projections of patient-specific anomaly score trajectories over pre- and post-surgery to first follow-up acquisitions. Figure created with MATLAB 2014a (www.mathworks.com) and Microsoft Office PowerPoint 2016 (www.microsoft.com).
Figure 5Tumour recurrence coincided with functional anomaly before structural changes became apparent on structural imaging. (a) In Patient 01, regions of tumour recurrence at the third follow-up exhibited anomalous connectivity patterns already 2 months earlier at the second follow-up examination. Compared to all other voxels in the tumour vicinity, future tumour voxels were significantly more anomalous (p < 0.0001). (b) A detailed 3d illustration of the same patient showing the resection zone, tumour recurrence and overlap with the regions with aberrant connectivity profiles (anomaly z-score < − 1 for illustration). (c–e) In Patient 02, Patient 03 and Patient 04, regions of future tumour recurrence and progression showed a higher network anomaly compared to the structurally affected tumour vicinity (p < 0.0001). (f) In Patient 05, emerging tumour regions were mainly observed in the white matter and were not associated with significant preceding network anomaly (p = 0.1128). Figure created with ITK-SNAP 3.8 (www.itksnap.org), ParaView 5.5 (www.paraview.org), MATLAB 2014a (www.mathworks.com) and Microsoft Office PowerPoint 2016 (www.microsoft.com).