AbstractWe prove a sharp unique continuation theorem for nonnegative H2,1 solutions of the differential inequality |Δu(x)|⩽C|x−x0|−2|u(x)| which vanish of finite order at x0
AbstractLet u be the weak solution to the degenerate Schrödinger equation with singular coefficients...
AbstractWe address the strong unique continuation problem for higher order elliptic partial differen...
Using Carleman estimates, we give a lower bound for solutions to the discrete Schrödinger equation i...
AbstractWe prove a sharp unique continuation theorem for nonnegative H2,1 solutions of the different...
We consider unique continuation theorems for solution of inequalities ¦Δu(x)¦ ⩽ W(x) ¦u(x)¦ with W a...
AbstractWe consider unique continuation theorems for solution of inequalities ¦Δu(x)¦ ⩽ W(x) ¦u(x)¦ ...
We prove that, if a sufficiently smooth solution u to the initial value problem associated with the ...
In this article we consider the problem of unique continuation for high-order equations of Kortew...
AbstractThere are unique continuation results [2,5] for the differential inequality |Δμu(x)|≤|V(x)u(...
AbstractWe prove that, if a sufficiently smooth solution u to the initial value problem associated w...
AbstractWe show a unique continuation result for the differential inequality |i∂tu+Δu|⩽|Vu|, where V...
Much of this paper will be concerned with the proof of the following Theorem 1. Suppose d = 3, r = m...
In this paper, Hardy's uncertainty principle and unique continuation properties of Schrödinger equat...
We construct nontrivial solutions with compact support for the el-liptic equation ∆u = V u with V ∈ ...
AbstractWe prove a strong unique continuation result for differential inequalities of the form |P(x,...
AbstractLet u be the weak solution to the degenerate Schrödinger equation with singular coefficients...
AbstractWe address the strong unique continuation problem for higher order elliptic partial differen...
Using Carleman estimates, we give a lower bound for solutions to the discrete Schrödinger equation i...
AbstractWe prove a sharp unique continuation theorem for nonnegative H2,1 solutions of the different...
We consider unique continuation theorems for solution of inequalities ¦Δu(x)¦ ⩽ W(x) ¦u(x)¦ with W a...
AbstractWe consider unique continuation theorems for solution of inequalities ¦Δu(x)¦ ⩽ W(x) ¦u(x)¦ ...
We prove that, if a sufficiently smooth solution u to the initial value problem associated with the ...
In this article we consider the problem of unique continuation for high-order equations of Kortew...
AbstractThere are unique continuation results [2,5] for the differential inequality |Δμu(x)|≤|V(x)u(...
AbstractWe prove that, if a sufficiently smooth solution u to the initial value problem associated w...
AbstractWe show a unique continuation result for the differential inequality |i∂tu+Δu|⩽|Vu|, where V...
Much of this paper will be concerned with the proof of the following Theorem 1. Suppose d = 3, r = m...
In this paper, Hardy's uncertainty principle and unique continuation properties of Schrödinger equat...
We construct nontrivial solutions with compact support for the el-liptic equation ∆u = V u with V ∈ ...
AbstractWe prove a strong unique continuation result for differential inequalities of the form |P(x,...
AbstractLet u be the weak solution to the degenerate Schrödinger equation with singular coefficients...
AbstractWe address the strong unique continuation problem for higher order elliptic partial differen...
Using Carleman estimates, we give a lower bound for solutions to the discrete Schrödinger equation i...
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