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This document summarizes research on analyzing properties of third-order tensors, including defining their transposes, kernel tensors, and L-eigenvalues. It introduces third-order tensors as linear operators that transform second-order tensors to first-order tensors or vice versa. Key concepts discussed include defining the transpose and kernel tensor of a third-order tensor, introducing L-eigenvalues and showing they are invariants of the tensor, and providing the eigenvector decomposition of partially sym

Author

akangsha deka

Language

EN