Related papers: Hankel Weighing Matrices

We give a simple proof of the so called reproducing kernel thesis for Hankel operators

We prove a conjecture of Johann Cigler on shifted Hankel determinants.

We give simple proofs for the Hankel determinants of q-exponential polynomials.

We calculate the Hankel determinants of sequences of Bernoulli polynomials. This corresponding Hankel matrix comes from statistically estimating the variance in nonparametric regression. Besides its entries' natural and deep connection with…

In this note, we demonstrate a method to invert some Hankel matrices explicitly by using the kernel polynomials for the related classical orthogonal polynomials.

We prove a uniformization theorem in complex algebraic geometry.

I give simple elementary proofs for some well-known Hankel determinants and their q-analogues.

We classify the matrices M which correspond to finite categories

Hankel tensors are generalizations of Hankel matrices. This article studies the relations among various ranks of Hankel tensors. We give an algorithm that can compute the Vandermonde ranks and decompositions for all Hankel tensors. For a…

In this note, we present the determinant, the inverse and a lower bound for the smallest eigenvalue for some Hankel matrices

A classification theorem for conformal flat AK2 manifolds is proved.

We consider a class of maps from integral Hankel operators to Hankel matrices, which we call restriction maps. In the simplest case, such a map is simply a restriction of the integral kernel onto integers. More generally, it is given by an…

In this paper we prove the weighted martingale Carleson Embedding Theorem with matrix weights both in the domain and in the target space.

We study the class of Hankel matrices for which the $k\times k$-block-matrices are positive semi-definite. We prove that a $k\times k$-block-matrix has non zero determinant if and only if all $k\times k$-block matrices have non zero…

We give an explicit evaluation, in terms of products of Jacobsthal numbers, of the Hankel determinants of order a power of two for the period-doubling sequence. We also explicitly give the eigenvalues and eigenvectors of the corresponding…

We prove Heyneman-Radford Theorem in the framework of Monoidal Categories.

In this paper we show an index theorem for gerbes

The purpose of this paper is to compute asymptotically Hankel determinants for weights that are supported in a semi-infinite interval.The main idea is to reduce the problem to determinants of other operators whose determinant asymptotics…

We give a stack-theoretic proof for some results on families of hyperelliptic curves.

A classification theorem for nearly K\"ahler manifolds of constant antiholomorphic sectional curvature is proved.