Add to ORKGWe study measures generated by systems of linear iterated functions, their Fourier transforms, and those of their orthogonal polynomials. We characterize the asymptotic behaviours of their discrete and continuous av-erages. Further related quantities are analyzed, and relevance of this analysis to quantum mechanics is briefly discussed
AbstractDefine a discrete measure that attributes masses of size 1/n at every zero of the polynomial...
We consider the orthogonal polynomials with respect to the measure over the whole complex plane. We...
31 pagesFor a natural extension of the circular unitary ensemble of order n, we study as n tends to ...
We study measures generated by systems of linear iterated functions, their Fourier transforms, and ...
We study measures generated by systems of linear iterated functions, their Fourier transforms, and ...
We study the Fourier transform of polynomials in an orthogonal family, taken with respect to the ort...
The asymptotic behaviour of the Fourier transforms of orthogonal polynomials. II. L.I.F.S. measures ...
The Fourier transform of orthogonal polynomials with respect to their own orthogonality measure def...
International audienceThe Fourier transform of orthogonal polynomials with respect to their own orth...
AbstractWe determine the asymptotic behavior of orthogonal polynomials associated to a measureα=β+γ,...
AbstractThis is a brief account on some results and methods of the asymptotic theory dealing with th...
We study some properties of the zeros and the asymptotic behavior of orthogonal polynomials with res...
A classical problem in the theory of orthogonal polynomials is the question of their asymptotical be...
AbstractDefine a discrete measure that attributes masses of size 1/n at every zero of the polynomial...
We consider the orthogonal polynomials with respect to the measure over the whole complex plane. We...
31 pagesFor a natural extension of the circular unitary ensemble of order n, we study as n tends to ...
We study measures generated by systems of linear iterated functions, their Fourier transforms, and ...
We study measures generated by systems of linear iterated functions, their Fourier transforms, and ...
We study the Fourier transform of polynomials in an orthogonal family, taken with respect to the ort...
The asymptotic behaviour of the Fourier transforms of orthogonal polynomials. II. L.I.F.S. measures ...
The Fourier transform of orthogonal polynomials with respect to their own orthogonality measure def...
International audienceThe Fourier transform of orthogonal polynomials with respect to their own orth...
AbstractWe determine the asymptotic behavior of orthogonal polynomials associated to a measureα=β+γ,...
AbstractThis is a brief account on some results and methods of the asymptotic theory dealing with th...
We study some properties of the zeros and the asymptotic behavior of orthogonal polynomials with res...
A classical problem in the theory of orthogonal polynomials is the question of their asymptotical be...
AbstractDefine a discrete measure that attributes masses of size 1/n at every zero of the polynomial...
We consider the orthogonal polynomials with respect to the measure over the whole complex plane. We...
31 pagesFor a natural extension of the circular unitary ensemble of order n, we study as n tends to ...