Add to ORKGAbstract. We obtain a multiscale wave packet representation for the fundamental solution of the wave equation whose coefficients satisfy ∂2g ∈ L1tL∞x. This leads to pointwise and weighted Lp bounds on the fundamental solution and also to a proof of disper-sive estimates for such operators. 1
2000 Mathematics Subject Classification: 35L15, 35B40, 47F05.We prove dispersive estimates for solut...
We study the dispersive properties of the wave equation associated with the shifted Laplace–Beltrami...
In this paper we analyze the dispersion for one dimensional wave and Schrödinger equations with BV c...
Abstract. We prove an optimal dispersive L ∞ decay estimate for a three di-mensional wave equation p...
Given a one dimensional perturbed Schrödinger operator H = ?d2/dx2 + V(x), we consider the associate...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
The purpose of this work is to find sufficient conditions on the potential V (x) on R3 in the pertur...
We analyze a homogenization limit for the linear wave equation of second order. The spatial operator...
In this essay, we study the initial-value problem (Equation Presented) where u = u(x, t) is a real-v...
Tutorial paper for the SPT98 conference Abstract: The multiscale expansion is shown to be a convenie...
We consider the three-dimensional linear wave equation perturbed by a potential V belonging to a sca...
We derive a dispersion estimate for one-dimensional perturbed radial Schrödinger operators. We also ...
In this document we explore the issue of L1 → L ∞ estimates for the solution operator of the linear ...
2000 Mathematics Subject Classification: 35L15, 35B40, 47F05.We prove dispersive estimates for solut...
We study the dispersive properties of the wave equation associated with the shifted Laplace–Beltrami...
In this paper we analyze the dispersion for one dimensional wave and Schrödinger equations with BV c...
Abstract. We prove an optimal dispersive L ∞ decay estimate for a three di-mensional wave equation p...
Given a one dimensional perturbed Schrödinger operator H = ?d2/dx2 + V(x), we consider the associate...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
In this paper we give an elementary proof for transference of local to global maximal estimates for ...
The purpose of this work is to find sufficient conditions on the potential V (x) on R3 in the pertur...
We analyze a homogenization limit for the linear wave equation of second order. The spatial operator...
In this essay, we study the initial-value problem (Equation Presented) where u = u(x, t) is a real-v...
Tutorial paper for the SPT98 conference Abstract: The multiscale expansion is shown to be a convenie...
We consider the three-dimensional linear wave equation perturbed by a potential V belonging to a sca...
We derive a dispersion estimate for one-dimensional perturbed radial Schrödinger operators. We also ...
In this document we explore the issue of L1 → L ∞ estimates for the solution operator of the linear ...
2000 Mathematics Subject Classification: 35L15, 35B40, 47F05.We prove dispersive estimates for solut...
We study the dispersive properties of the wave equation associated with the shifted Laplace–Beltrami...
In this paper we analyze the dispersion for one dimensional wave and Schrödinger equations with BV c...