Xinrong Zhao

collaborators

2 papers

math.GT2026

Combinatorial Ricci Flows and Hyperbolic Structures on a Class of Compact $3$ -Manifolds with Boundary

Xinrong Zhao

In this paper, we study a combinatorial Ricci flow on closed pseudo $3$ -manifolds $(M, T)$ . We prove that if every edge in the triangulation $T$ has valence at l…

math.AP2025

Ground state solutions of $p$ -Laplacian equations with nonnegative potentials on Lattice graphs

Xinrong Zhao

In this paper, we study the $p$ -Laplacian equation $- Δ_{p} u + V (x) ∣ u ∣^{p - 2} u = f (x, u)$ on the lattice graph $Z^{N}$ with nonnegative potentials, where $Δ_{p}$ is the discre…

Combinatorial Ricci Flows and Hyperbolic Structures on a Class of Compact 3-Manifolds with Boundary

Ground state solutions of p-Laplacian equations with nonnegative potentials on Lattice graphs

Combinatorial Ricci Flows and Hyperbolic Structures on a Class of Compact $3$ -Manifolds with Boundary

Ground state solutions of $p$ -Laplacian equations with nonnegative potentials on Lattice graphs