This is the second part of the paper [2] on the theory of SMP (Strong Moment Problem) matrices and their relation to the Killip-Simon problem on two disjoint intervals. In this part we define and study the Jacobi flow on SMP matrices. This is the second part of the paper [2] on the theory of SMP (Strong Mo-ment Problem) matrices and their relation to the Killip-Simon problem on two disjoint intervals. In this part we define and study the Jacobi flow on SMP matrices. Besides the list of references given in [2], we would like to mention that an extensive bibliography of works concerned with the strong moment problem can be found in the survey [3]; concerning its matrix gen-eralization see [6, 7]. The authors are thankful to Robert Ensgraber f...
AbstractWe present an informal review of results on asymptotics of orthogonal polynomials, stressing...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
Let e. R be a finite union of l + 1 disjoint closed intervals, and denote by omega(j) the harmonic m...
We study numerically the asymptotic behavior of Jacobi matrices of measures supported on finite sets...
AbstractWe consider Jacobi matrices whose essential spectrum is a finite union of closed intervals. ...
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic...
We look at periodic Jacobi matrices on trees. We provide upper and lower bounds on the gap of such o...
A covering map formalism for studying the spectral curves assocaited with finite gap Jacobi matrices...
We begin the systematic study of the spectral theory of periodic Jacobi matrices on trees including ...
AbstractLet q ∈ {2, 3} and let 0 = s0 < s1 < … < sq = T be integers. For m, n ∈ Z, we put ¯m,n = {j ...
AbstractSome inverse problems for semi-infinite periodic generalized Jacobi matrices are considered....
AbstractSturm–Liouville oscillation theory for periodic Jacobi operators with matrix entries is disc...
Among the most interesting results in spectral theory are those that give equivalent sets of conditi...
AbstractA new class of generalized Jacobi matrices is introduced. Every proper real rational functio...
We consider a set of measures on the real line and the corresponding system of multiple orthogonal p...
AbstractWe present an informal review of results on asymptotics of orthogonal polynomials, stressing...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
Let e. R be a finite union of l + 1 disjoint closed intervals, and denote by omega(j) the harmonic m...
We study numerically the asymptotic behavior of Jacobi matrices of measures supported on finite sets...
AbstractWe consider Jacobi matrices whose essential spectrum is a finite union of closed intervals. ...
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic...
We look at periodic Jacobi matrices on trees. We provide upper and lower bounds on the gap of such o...
A covering map formalism for studying the spectral curves assocaited with finite gap Jacobi matrices...
We begin the systematic study of the spectral theory of periodic Jacobi matrices on trees including ...
AbstractLet q ∈ {2, 3} and let 0 = s0 < s1 < … < sq = T be integers. For m, n ∈ Z, we put ¯m,n = {j ...
AbstractSome inverse problems for semi-infinite periodic generalized Jacobi matrices are considered....
AbstractSturm–Liouville oscillation theory for periodic Jacobi operators with matrix entries is disc...
Among the most interesting results in spectral theory are those that give equivalent sets of conditi...
AbstractA new class of generalized Jacobi matrices is introduced. Every proper real rational functio...
We consider a set of measures on the real line and the corresponding system of multiple orthogonal p...
AbstractWe present an informal review of results on asymptotics of orthogonal polynomials, stressing...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
Let e. R be a finite union of l + 1 disjoint closed intervals, and denote by omega(j) the harmonic m...