"Is Riemannian Geometry Better than Euclidean in Averaging Covariance ..."

Yassawe Kainolda et al. (2021)

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DOI: 10.1109/EMBC46164.2021.9629816

access: closed

type: Conference or Workshop Paper

metadata version: 2021-12-22

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Yassawe Kainolda, Berdakh Abibullaev, Reza Sameni, Amin Zollanvari:
Is Riemannian Geometry Better than Euclidean in Averaging Covariance Matrices for CSP-based Subject-Independent Classification of Motor Imagery? EMBC 2021: 910-914

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