Pages that link to "Item:Q1860659"

The following pages link to Exact and asymptotic inverse of the Toeplitz matrix with polynomial singular symbol (Q1860659):

Displaying 10 items.

• Asymptotic inversion of Toeplitz matrices with one singularity in the symbol (Q1018114) (← links)
• Inverses and spectral properties of Toeplitz matrices with singular symbol (Q1407388) (← links)
• The constants in the asymptotic formulas by Rambour and Seghier for inverses of Toeplitz matrices (Q1884739) (← links)
• Formulas for the inverses of Toeplitz matrices with polynomially singular symbols (Q1884741) (← links)
• Asymptotic inverse of Toeplitz matrices with symbol \((1-\cos \theta )^\alpha f_1\), \(\frac{-1}{2} <\alpha \leq\frac12\), and integral kernels (Q2270132) (← links)
• Trace theorems of Szegő type in the singular case. (Q2386006) (← links)
• Inversion of Toeplitz matrices whose symbols admit a root of positive rational order for the minimal eigenvalue. (Q2428960) (← links)
• Inversion of a truncated Toeplitz operator and limit theorems of Szegő (Q2469443) (← links)
• A strong Spitzer-Stone theorem for a Toeplitz matrix with singular symbol defined by a class of analytic functions (Q2470985) (← links)
• Entries of the inverses of large positive definite Toeplitz matrices (Q5046938) (← links)