Add to ORKGWe study microlocal analytic singularity of solutions to Schrödinger equation with analytic coefficients. Using microlocal weight estimate developped for estimating the phase space tunneling, we prove microlo-cal smoothing estimates that generalize results by L. Robbiano and C. Zuily. We suppose the Schrödinger operator is a long-range type per-turbation of the Laplacian, and we employ positive commutator type estimates to prove the smoothing property.
We study analytic smoothing effects for solutions to the Cauchy problem for the Schr\"odinger equati...
AbstractWe prove the global existence of analytic solutions to the Cauchy problem for the cubic Schr...
We are interested in the analytic singularities of the distributions that are solutions to the mult...
We study microlocal analytic singularity of solutions to Schrödinger equation with analytic coeffic...
We study microlocal analytic singularity of solutions to Schr"odinger equation with analytic coeff...
We study microlocal analytic singularity of solutions to Schr\"odinger equation with analytic coef...
This paper is a continuation of a previous work, where an analytic smoothing effect was proved for l...
AbstractIn this article we study global-in-time Strichartz estimates for the Schrödinger evolution c...
AbstractThis paper is a continuation of [A. Martinez, S. Nakamura, V. Sordoni, Analytic smoothing ef...
Abstract. This paper shows how abstract resolvent estimates imply local smoothing for solutions to t...
This paper deals with the critical case of the global smoothing estimates for the Schrodinger equati...
none3We present recent results concerning the regularizing effects and the propagation of analytic s...
We study the smoothing effect in space and asymptotic behavior in time of solutions to the Cauchy pr...
We prove a family of identities satisfied by the solutions to the linear Schroedinger equation. As...
In this paper we show that the local Kato type smoothing estimates are essentially equivalent to the...
We study analytic smoothing effects for solutions to the Cauchy problem for the Schr\"odinger equati...
AbstractWe prove the global existence of analytic solutions to the Cauchy problem for the cubic Schr...
We are interested in the analytic singularities of the distributions that are solutions to the mult...
We study microlocal analytic singularity of solutions to Schrödinger equation with analytic coeffic...
We study microlocal analytic singularity of solutions to Schr"odinger equation with analytic coeff...
We study microlocal analytic singularity of solutions to Schr\"odinger equation with analytic coef...
This paper is a continuation of a previous work, where an analytic smoothing effect was proved for l...
AbstractIn this article we study global-in-time Strichartz estimates for the Schrödinger evolution c...
AbstractThis paper is a continuation of [A. Martinez, S. Nakamura, V. Sordoni, Analytic smoothing ef...
Abstract. This paper shows how abstract resolvent estimates imply local smoothing for solutions to t...
This paper deals with the critical case of the global smoothing estimates for the Schrodinger equati...
none3We present recent results concerning the regularizing effects and the propagation of analytic s...
We study the smoothing effect in space and asymptotic behavior in time of solutions to the Cauchy pr...
We prove a family of identities satisfied by the solutions to the linear Schroedinger equation. As...
In this paper we show that the local Kato type smoothing estimates are essentially equivalent to the...
We study analytic smoothing effects for solutions to the Cauchy problem for the Schr\"odinger equati...
AbstractWe prove the global existence of analytic solutions to the Cauchy problem for the cubic Schr...
We are interested in the analytic singularities of the distributions that are solutions to the mult...