2023
DOI: 10.1007/s11357-023-01022-x
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Fingerprints of decreased cognitive performance on fractal connectivity dynamics in healthy aging

Zalan Kaposzta,
Akos Czoch,
Peter Mukli
et al.

Abstract: Analysis of brain functional connectivity (FC) could provide insight in how and why cognitive functions decline even in healthy aging (HA). Despite FC being established as fluctuating over time even in the resting state (RS), dynamic functional connectivity (DFC) studies involving healthy elderly individuals and assessing how these patterns relate to cognitive performance are yet scarce. In our recent study we showed that fractal temporal scaling of functional connections in RS is not only reduced in HA, but a… Show more

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Cited by 4 publications
(2 citation statements)
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“…The calculation of MDC 3 using different scaling exponents would add another layer of complexity to the interpretation of the outputs. Recently, a real-time algorithm for the estimation of DCCC was presented (50,51), which can be extended for MDC 3 as well. This means that MDC 3 can be used in brain-computer interfaces or clinical monitoring of patients, where constant tracking of network dynamics is needed.…”
Section: Discussionmentioning
confidence: 99%
“…The calculation of MDC 3 using different scaling exponents would add another layer of complexity to the interpretation of the outputs. Recently, a real-time algorithm for the estimation of DCCC was presented (50,51), which can be extended for MDC 3 as well. This means that MDC 3 can be used in brain-computer interfaces or clinical monitoring of patients, where constant tracking of network dynamics is needed.…”
Section: Discussionmentioning
confidence: 99%
“…Furthermore, in case of multivariate signals, performing DCCA in a pairwise manner yields SPD matrices (as demonstrated below). Recent studies also indicate that the concept of DCCA could be utilized effectively to capture relevant functional connectivity patterns in the human brain (Chen et al, 2018 ; Ide and Chiang-shan, 2018 ; Kaposzta et al, 2023 ). Therefore, these notions render DCCA as a potentially attractive candidate in providing input for Riemannian geometry-based classification schemes of neural data.…”
Section: Introductionmentioning
confidence: 99%