Add to ORKGIn this article we derive, using standard methods of Toeplitz theory, an asymptotic formula for certain large minors of Toeplitz matrices. D. Bump and P. Diaconis obtained the same asymptotics using representation theory, with an answer having a different form
We study the limiting behavior of Tr U^(k(n)), where U is an n x n random unitary matrix and k(n)is...
We study asymptotic behavior for determinants of n×n Toeplitz matrices corresponding to symbols with...
Abstract. We study the asymptotic behavior of individual eigenvalues of the n-by-n truncations of ce...
In this article we derive, using standard methods of Toeplitz theory, an asymptotic formula...
AbstractWe give a new proof of the strong Szegö limit theorem estimating the determinants of Toeplit...
AbstractWe give a new proof of the strong Szegö limit theorem estimating the determinants of Toeplit...
We study determinants of Toeplitz matrices as the size of the matrices tends to infinity, in the par...
We study determinants of Toeplitz matrices as the size of the matrices tends to infinity, in the par...
AbstractAt present there exist numerous different approaches to results on Toeplitz determinants of ...
The asymptotic behavior of the spectrum of large Toeplitz matrices has been studied for almost one c...
The paper is devoted to exact and asymptotic formulas for the determinants of Toeplitz matrices with...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
We study the limiting behavior of Tr U^(k(n)), where U is an n x n random unitary matrix and k(n)is...
We study the limiting behavior of Tr U^(k(n)), where U is an n x n random unitary matrix and k(n)is...
We study asymptotic behavior for determinants of n×n Toeplitz matrices corresponding to symbols with...
Abstract. We study the asymptotic behavior of individual eigenvalues of the n-by-n truncations of ce...
In this article we derive, using standard methods of Toeplitz theory, an asymptotic formula...
AbstractWe give a new proof of the strong Szegö limit theorem estimating the determinants of Toeplit...
AbstractWe give a new proof of the strong Szegö limit theorem estimating the determinants of Toeplit...
We study determinants of Toeplitz matrices as the size of the matrices tends to infinity, in the par...
We study determinants of Toeplitz matrices as the size of the matrices tends to infinity, in the par...
AbstractAt present there exist numerous different approaches to results on Toeplitz determinants of ...
The asymptotic behavior of the spectrum of large Toeplitz matrices has been studied for almost one c...
The paper is devoted to exact and asymptotic formulas for the determinants of Toeplitz matrices with...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
12 pages, 2 figuresIn this short article we propose a full large $N$ asymptotic expansion of the pro...
We study the limiting behavior of Tr U^(k(n)), where U is an n x n random unitary matrix and k(n)is...
We study the limiting behavior of Tr U^(k(n)), where U is an n x n random unitary matrix and k(n)is...
We study asymptotic behavior for determinants of n×n Toeplitz matrices corresponding to symbols with...
Abstract. We study the asymptotic behavior of individual eigenvalues of the n-by-n truncations of ce...