0

1

Possible Duplicate:
Diagonalizing a Certain Real and Symmetric Toeplitz Matrix

Can you please help me find the distribution of eigenvalues of a Toeplitz matrix $\mathbf{K}$ that is constructed as follows: $$\mathbf{K}=Toeplitz(1, \rho , \ldots , \rho^{N-1})$$ where $0 \leq \rho < 1$.

Thanks a lot in advance,

Farzad

flag
Are you looking for bounds on the eigenvalues? Asymptotic results that apply in the limit as $N \rightarrow \infty$? An exact formula for the eigenvalues? – Brian Borchers Aug 17 2011 at 16:32
@ Brian, if it is possible the both cases. – Farzad Aug 18 2011 at 7:10
1 
 this question seems to be an exact duplicate of: mathoverflow.net/questions/68099/… – S. Sra Aug 21 2011 at 23:46

closed as exact duplicate by S. Carnahan♦ Aug 23 2011 at 8:50

Browse other questions tagged or ask your own question.