AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity in C, and a dihedral-group-invariant Dirichlet-type measure is thereby constructed. The integrals of monomials zmzn are obtained as single sums. A certain radial measure on the disc is obtained as a weak-∗limit
We present the multidimensional versions of the Pleijel and Ambartzumian--Pleijel identities. We als...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity ...
Hedenmalm, Lindqvist, and Seip in 1997 [11] revitalized the modern study of Dirichlet series by defi...
Hedenmalm, Lindqvist, and Seip in 1997 [11] revitalized the modern study of Dirichlet series by defi...
AbstractLet ƒ be an homogeneous polynomial on Rn. First an analog of the Borel theorem is proved for...
AbstractLet B=B1(0) be the unit ball in Rn and r=|x|. We study the poly-harmonic Dirichlet problem{(...
In this presentation we prove that the equilibrium measure of a finite union of intervals on the rea...
A polygonal measure is the sum of finitely many real constant density measures supported on triangle...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
Let $P $ be any (not necessarily convex nor connected) solid polytope in the n-dimensional Euclidean...
We present the multidimensional versions of the Pleijel and Ambartzumian--Pleijel identities. We als...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
AbstractThe (k − 1)-dimensional simplex is projected onto the convex hull of the kth roots of unity ...
Hedenmalm, Lindqvist, and Seip in 1997 [11] revitalized the modern study of Dirichlet series by defi...
Hedenmalm, Lindqvist, and Seip in 1997 [11] revitalized the modern study of Dirichlet series by defi...
AbstractLet ƒ be an homogeneous polynomial on Rn. First an analog of the Borel theorem is proved for...
AbstractLet B=B1(0) be the unit ball in Rn and r=|x|. We study the poly-harmonic Dirichlet problem{(...
In this presentation we prove that the equilibrium measure of a finite union of intervals on the rea...
A polygonal measure is the sum of finitely many real constant density measures supported on triangle...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
We show that the multivariate generating function of appropriately normalized moments of a measure w...
Let $P $ be any (not necessarily convex nor connected) solid polytope in the n-dimensional Euclidean...
We present the multidimensional versions of the Pleijel and Ambartzumian--Pleijel identities. We als...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
In this paper, we apply Soundararajan’s method [12] to the Dirichlet L-functions associated to primi...
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