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--- people:xxu:xxu-personal [2026/04/06 08:47]
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 <LI><P><FONT SIZE=4 STYLE="font-size: 16pt">
-Xing Wang,<B>Xiangjin Xu</B>, Cheng Zhang, $L^p$-Logvinenko-Sereda sets and $L^p$-Carleson measures on compact manifolds. arXiv:2506.22759 [math.AP].	(Accepted by Advance in Mathematics, 2026)
+Xing Wang,<B>Xiangjin Xu</B>, Cheng Zhang, $L^p$-Logvinenko-Sereda sets and $L^p$-Carleson measures on compact manifolds. Adv. Math. Volume 494, June 2026, 110958 <A HREF="https://doi.org/10.1016/j.aim.2026.110958"> https://doi.org/10.1016/j.aim.2026.110958 <A HREF="arXiv:2506.22759"></A>arXiv:2506.22759 [math.AP].
-	(<A HREF=".pdf"></A>)</FONT></P>
+	</FONT></P>
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 	(<A HREF="Xu-HeatKernel-II.pdf"></A>)</FONT></P>
+<LI><P><FONT SIZE=4 STYLE="font-size: 16pt">
+<B>Xiangjin Xu</B>,  New uniqueness criteria of tangent cones for manifolds with nonnegative Ricci curvature. (preprint)  (<A HREF="LX-DHI-II.pdf"></A>)</FONT></P>
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 <LI><P><FONT SIZE=4 STYLE="font-size: 16pt">
 <B>Xiangjin Xu</B>,  The Perelman-type entropy formula for linear heat equation on noncompact manifolds. (preprint) (<A HREF="LX-DHI-II.pdf"></A>)</FONT></P>
-<LI><P><FONT SIZE=4 STYLE="font-size: 16pt">
-<B>Xiangjin Xu</B>,  New uniqueness criteria of tangent cones for manifolds with nonnegative Ricci curvature. (preprint)  (<A HREF="LX-DHI-II.pdf"></A>)</FONT></P>