1 citations · 2 across the 16 of their papers we have counts for
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Unique continuation of Schrödinger-type equations for II
Yifei Pan, Yuan Zhang
In this paper, we extend our earlier unique continuation results \cite{PZ2} for the Schrödinger-type inequality on a domain in by removin…
Continuous Sobolev functions with singularity on arbitrary real-analytic sets
Yifei Pan, Yuan Zhang
Near every point of a real-analytic set in , we make use of Hironaka's resolution of singularity theorem to construct a family of continuous functions in $W^{1, 1}_{lo…
Unique continuation of Schrödinger-type equations for
Yifei Pan, Yuan Zhang
The purpose of this paper is to study the unique continuation property for a Schrödinger-type equation on a domain in , where the solution m…
Unique continuation for a gradient inequality with potential
Adam Coffman, Yifei Pan, Yuan Zhang
We establish a unique continuation property for solutions of the differential inequality , where is locally integrable on a domain in .…
On solutions to near infinity
Yifei Pan, Yuan Zhang
We investigate the unique continuation property and the sign changing behavior of weak solutions to near infinity under certain conditions on the blow-up rate of the pote…