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A circulant matrix is a square matrix where each row has the same elements as the previous row, cyclically rotated right by one element. It is a specific kind of a square Toeplitz matrix.

5 votes

Eigenvectors and eigenvalues of a tridiagonal Toeplitz matrix

@ Emilio: Could you please show how you get $\det(\mathcal{T}_n(p,q)-\lambda)=2(pq)^n T_n(-\lambda/2)$? Sorry I wanted to comment another answer. I do not know how to delete this post. Edit I think …
Johann Cigler's user avatar