4 citations · 8 across the 6 of their papers we have counts for
7 papers
Qualitative analysis of positive radial singular solutions on hyperbolic space
Xia Huang, Yahui Jiang, Chunyi Zhao
We investigate positive radial solutions with an isolated nonremovable singularity for the semilinear elliptic equation \begin{align*} Δ_{\mathbb{H}^N} u+λu+u^p=0 \qquad\text{in }\…
Concentrations for nonlinear Schrodinger equation with magnetic potentials and constant electric potentials
Chunyi Zhao, Liping Wang
This paper studies the concentration phenomena to nonlinear Schrodinger equations with magnetic potentials and constant electric potentials. We find that the magnetic field plays a…
Modelling for Poisson process intensities over irregular spatial domains
Chunyi Zhao, Athanasios Kottas
We develop nonparametric Bayesian modelling approaches for Poisson processes, using weighted combinations of structured beta densities to represent the point process intensity func…
Concentration solutions to singularly prescribed Gaussian and geodesic curvatures problem
LiPing Wang, Chunyi Zhao
We consider the following Liouville-type equation with exponential Neumann boundary condition: $$ -Δ\tilde u = \varepsilon^2 K(x) e^{2\tilde u}, \quad x\in D, \qquad \frac{\partial…
Solvability of an inhomogeneous boundary value problem for steady MHD equations
Zhibing Zhang, Chunyi Zhao
In this paper, we consider the steady MHD equations with inhomogeneous boundary conditions for the velocity and the tangential component of the magnetic field. Using a new construc…
Infinitely many solutions to a fractional nonlinear Schrödinger equation
Liping Wang, Chunyi Zhao
This paper considers the fractional Schrödinger equation \begin{equation}\label{abstract} (-Δ)^s u + V(|x|)u-u^p=0, \quad u>0, \quad u\in H^{2s}(\R^N) \end{equation} where ,…
Non-compactness of the Prescribed Q-curvature Problem in Large Dimensions
Juncheng Wei, Chunyi Zhao
Let be a compact Riemannian manifold of dimension and be its curvature. The prescribed curvature problem is concerned with finding metric of const…