Tao Wang

collaborators

2 papers

math.SP2026

The Weinstock inequality for convex domains in hyperbolic space

Jin Sun, Lili Wang, Tao Wang

We prove the Weinstock inequality for the first Steklov eigenvalue of convex domains in hyperbolic space $H^{n}$ , resolving Open Question 4.27 of Colbois-Girouard-Gordon-S…

math.AP2026

Upper bound for the first $p$ -Steklov eigenvalue in $R^{n}$

Lili Wang, Tao Wang

For $p \in (1, n]$ and any bounded convex domain $I^c ◯ \subset R^{n}$ , we prove the sharp inequality \[ Î_p(Î©):=\frac{W_p(Î©)}{P(Î©)V(Î©)^{p/n}}\geqÏ_n^{-p/n}, \qquad W_p(Î©)=\i…

The Weinstock inequality for convex domains in hyperbolic space

Upper bound for the first p-Steklov eigenvalue in Rn

Upper bound for the first $p$ -Steklov eigenvalue in $R^{n}$