Parameter sensitivity and experimental validation for fractional-order dynamical modeling of neurovascular coupling
Parameter sensitivity and experimental validation for fractional-order dynamical modeling of neurovascular coupling
Goal: modeling neurovascular coupling is very important to understand brain functions, yet challenging due to the complexity of the involved phenomena. An alternative approach was recently proposed where the framework of fractional-order modeling is employed to characterize the complex phenomena underlying the neurovascular. Due to its nonlocal property, a fractional derivative is suitable for modeling delayed and power-law phenomena.
Methods: in this study, we analyze and validate a fractional-order model, which characterizes the neurovascular coupling mechanism. To show the added value of the fractional-order parameters of the proposed model, we perform a parameter sensitivity analysis of the fractional model compared to its integer counterpart. Moreover, the model was validated using neural activity-CBF data related to both event and block design experiments that were acquired using electrophysiology and laser Doppler flowmetry recordings, respectively.
Results: the validation results show the aptitude and flexibility of the fractional-order paradigm in fitting a more comprehensive range of well-shaped CBF response behaviors while maintaining a low model complexity. Comparison with the standard integer-order models shows the added value of the fractional-order parameters in capturing various key determinants of the cerebral hemody-namic response, e.g., post-stimulus undershoot. This investigation authenticates the ability and adaptability of the fractional-order framework to characterize a wider range of well-shaped cerebral blood flow responses while preserving low model complexity through a series of unconstrained and constrained optimizations.
Conclusions: the analysis of the proposed fractional-order model demonstrates that the proposed framework yields a powerful tool for a flexible characterization of the neurovascular coupling mechanism.
69-77
Belkhatir, Zehor
de90d742-a58f-4425-837c-20ff960fb9b6
Alhazmi, Fahd
47f0274d-2239-4cec-8b80-a6c1f1caa0a3
Bahloul, Mohamed A.
fa34d4d5-5861-4104-9cf8-f4dec80c84a3
Laleg-Kirati, Taous-Meriem
0363864e-a21e-44ed-9c9d-f43f3491b758
13 April 2022
Belkhatir, Zehor
de90d742-a58f-4425-837c-20ff960fb9b6
Alhazmi, Fahd
47f0274d-2239-4cec-8b80-a6c1f1caa0a3
Bahloul, Mohamed A.
fa34d4d5-5861-4104-9cf8-f4dec80c84a3
Laleg-Kirati, Taous-Meriem
0363864e-a21e-44ed-9c9d-f43f3491b758
Belkhatir, Zehor, Alhazmi, Fahd, Bahloul, Mohamed A. and Laleg-Kirati, Taous-Meriem
(2022)
Parameter sensitivity and experimental validation for fractional-order dynamical modeling of neurovascular coupling.
IEEE Open Journal of Engineering in Medicine and Biology, 3, .
(doi:10.1109/OJEMB.2022.3167281).
Abstract
Goal: modeling neurovascular coupling is very important to understand brain functions, yet challenging due to the complexity of the involved phenomena. An alternative approach was recently proposed where the framework of fractional-order modeling is employed to characterize the complex phenomena underlying the neurovascular. Due to its nonlocal property, a fractional derivative is suitable for modeling delayed and power-law phenomena.
Methods: in this study, we analyze and validate a fractional-order model, which characterizes the neurovascular coupling mechanism. To show the added value of the fractional-order parameters of the proposed model, we perform a parameter sensitivity analysis of the fractional model compared to its integer counterpart. Moreover, the model was validated using neural activity-CBF data related to both event and block design experiments that were acquired using electrophysiology and laser Doppler flowmetry recordings, respectively.
Results: the validation results show the aptitude and flexibility of the fractional-order paradigm in fitting a more comprehensive range of well-shaped CBF response behaviors while maintaining a low model complexity. Comparison with the standard integer-order models shows the added value of the fractional-order parameters in capturing various key determinants of the cerebral hemody-namic response, e.g., post-stimulus undershoot. This investigation authenticates the ability and adaptability of the fractional-order framework to characterize a wider range of well-shaped cerebral blood flow responses while preserving low model complexity through a series of unconstrained and constrained optimizations.
Conclusions: the analysis of the proposed fractional-order model demonstrates that the proposed framework yields a powerful tool for a flexible characterization of the neurovascular coupling mechanism.
Text
Parameter_Sensitivity_and_Experimental_Validation_for_Fractional-Order_Dynamical_Modeling_of_Neurovascular_Coupling
- Version of Record
More information
Accepted/In Press date: 27 March 2022
Published date: 13 April 2022
Identifiers
Local EPrints ID: 501852
URI: http://eprints.soton.ac.uk/id/eprint/501852
ISSN: 2644-1276
PURE UUID: 25b37ce7-e43c-4c83-85e5-1568fadc10b2
Catalogue record
Date deposited: 11 Jun 2025 16:46
Last modified: 22 Aug 2025 02:38
Export record
Altmetrics
Contributors
Author:
Zehor Belkhatir
Author:
Fahd Alhazmi
Author:
Mohamed A. Bahloul
Author:
Taous-Meriem Laleg-Kirati
Download statistics
Downloads from ePrints over the past year. Other digital versions may also be available to download e.g. from the publisher's website.
View more statistics