Add to ORKGWe compute the expected Riesz energy of random points on flat tori drawn from certain translation invariant determinantal processes and de- termine the process in the family providing the optimal asymptotic expected Riesz energy
We study determinantal random point processes on a compact complex manifold X associated to a Hermit...
In a recent article [1], Alishahi and Zamani discuss the spherical ensemble, a rotationally invarian...
For a broad class of point processes, including determinantal point processes, we construct associat...
We compute the expected Riesz energy of random points on flat tori drawn from certain translation in...
We study expected Riesz s-energies and linear statistics of some determinantal processes on the sphe...
We define a “renormalized energy ” as an explicit functional on arbitrary point con-figurations of c...
We consider canonical determinantal random point processes with N particles on a compact Riemann sur...
We consider canonical determinantal random point processes with N particles on a compact Riemann sur...
For a broad class of point processes, including determinantal point processes, we construct associat...
Abstract In this paper we investigate the asymptotic behavior of the Riesz s-energy of the first N p...
Dedicated to Paco Marcellán on the occasion of his 60-th birthday. Abstract. We survey known result...
An analogue of the formula relating the Riesz energy of a measure on the torus with a weighted $l^{2...
In this short note, we extend to the continuous case a mean projection theorem for discrete determin...
International audienceWe study systems of points in the Euclidean space of dimension interacting via...
url: www.math.toronto.edu/~balint Abstract: We give a probabilistic introduction to determinantal an...
We study determinantal random point processes on a compact complex manifold X associated to a Hermit...
In a recent article [1], Alishahi and Zamani discuss the spherical ensemble, a rotationally invarian...
For a broad class of point processes, including determinantal point processes, we construct associat...
We compute the expected Riesz energy of random points on flat tori drawn from certain translation in...
We study expected Riesz s-energies and linear statistics of some determinantal processes on the sphe...
We define a “renormalized energy ” as an explicit functional on arbitrary point con-figurations of c...
We consider canonical determinantal random point processes with N particles on a compact Riemann sur...
We consider canonical determinantal random point processes with N particles on a compact Riemann sur...
For a broad class of point processes, including determinantal point processes, we construct associat...
Abstract In this paper we investigate the asymptotic behavior of the Riesz s-energy of the first N p...
Dedicated to Paco Marcellán on the occasion of his 60-th birthday. Abstract. We survey known result...
An analogue of the formula relating the Riesz energy of a measure on the torus with a weighted $l^{2...
In this short note, we extend to the continuous case a mean projection theorem for discrete determin...
International audienceWe study systems of points in the Euclidean space of dimension interacting via...
url: www.math.toronto.edu/~balint Abstract: We give a probabilistic introduction to determinantal an...
We study determinantal random point processes on a compact complex manifold X associated to a Hermit...
In a recent article [1], Alishahi and Zamani discuss the spherical ensemble, a rotationally invarian...
For a broad class of point processes, including determinantal point processes, we construct associat...