Jiabao Su

collaborators

3 papers

math.AP2024

The existence of ground state solutions for critical Hénon equations in $R^{N}$

Cong Wang, Jiabao Su

In this paper we confirm that $2^{*} (γ) = \frac{2 ( N + γ )}{N - 2}$ with $γ > 0$ is exactly the critical exponent for the embedding from $H_{r}^{1} (R^{N})$ into $L^{q} (R^{N}; ∣ x ∣^{γ})$ ($N…

math.AP2024

Ground states for the double weighted critical Kirchhoff equation on the unit ball in $R^{3}$

Yao Du, Jiabao Su

This paper deals with the existence of ground states for degenerative ( $a = 0$ ) and non-degenerative ( $a > 0$ ) double weighted critical Kirchhoff equation \begin{eqnarray*} \left\{ \be…

math.FA2023

Existence of Nontrivial Solutions for the Nonlinear Equation on Locally Finite Graphs

Ziliang Yang, Jiabao Su, Mingzheng Sun

Suppose that $G = (V, E)$ be a locally finite and connected graph with symmetric weight and uniformly positive measure, where $V$ denotes the vertex set and $E$ denotes the edge set.…

The existence of ground state solutions for critical Hénon equations in RN

Ground states for the double weighted critical Kirchhoff equation on the unit ball in R3

Existence of Nontrivial Solutions for the Nonlinear Equation on Locally Finite Graphs

The existence of ground state solutions for critical Hénon equations in $R^{N}$

Ground states for the double weighted critical Kirchhoff equation on the unit ball in $R^{3}$