A new technique is presented which gives conditions under which perturbations of certain base potentials are uniquely determined from the location of eigenvalues and resonances in the context of a Schrödinger operator on a half line. The method extends to complex-valued potentials and certain potentials whose first moment is not integrable
Sacks, Paul/0000-0002-2932-1620WOS: 000350548200017For a selfadjoint Schrodinger operator on the hal...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
A new technique is presented which gives conditions under which perturbations of certain base potent...
A new technique is presented which gives conditions under which perturbations of certain base potent...
A new technique is presented which gives conditions under which perturbations of certain base potent...
We consider Schrödinger operators on [0, ∞) with compactly supported, possibly complex-valued potent...
We consider Schrödinger operators on [0, ∞) with compactly supported, possibly complex-valued potent...
We prove that compactly supported perturbations of algebro-geometric potentials for the one-dimensio...
We prove that compactly supported perturbations of algebro-geometric potentials for the one-dimensio...
For the Schrodinger operator on the half line we prove the following results: the mapping from real...
We consider semi-classical Schr¨odinger operator P(h)=−h2+V (x) in Rn suchthat the analytic potentia...
We consider semi-classical Schr¨odinger operator P(h)=−h2+V (x) in Rn such that the analytic potenti...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
Sacks, Paul/0000-0002-2932-1620WOS: 000350548200017For a selfadjoint Schrodinger operator on the hal...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
A new technique is presented which gives conditions under which perturbations of certain base potent...
A new technique is presented which gives conditions under which perturbations of certain base potent...
A new technique is presented which gives conditions under which perturbations of certain base potent...
We consider Schrödinger operators on [0, ∞) with compactly supported, possibly complex-valued potent...
We consider Schrödinger operators on [0, ∞) with compactly supported, possibly complex-valued potent...
We prove that compactly supported perturbations of algebro-geometric potentials for the one-dimensio...
We prove that compactly supported perturbations of algebro-geometric potentials for the one-dimensio...
For the Schrodinger operator on the half line we prove the following results: the mapping from real...
We consider semi-classical Schr¨odinger operator P(h)=−h2+V (x) in Rn suchthat the analytic potentia...
We consider semi-classical Schr¨odinger operator P(h)=−h2+V (x) in Rn such that the analytic potenti...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
Sacks, Paul/0000-0002-2932-1620WOS: 000350548200017For a selfadjoint Schrodinger operator on the hal...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
In this paper the inverse resonance problem for the Hermite operator is investigated. The Hermite op...
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