A remark on infinity-harmonic functions.
A remark on certain overdetermined systems of partial differential equations
A remark on Fefferman's equation in non-smooth domains.
A remark on global smooth solutions for quasilinear wave equations
A remark on ground state solutions for Lane-Emden-Fowler equations with a convection term.
A remark on -harmonic functions on Riemannian manifolds.
A remark on infinity harmonic functions.
A Remark on Invariant Pseudo-Differential Operators.
A remark on Morrey type regularity for nonlinear elliptic systems of second order
A remark on multiplicity of solutions for the Ginzburg-Landau equation
A remark on parabolic equations.
A remark on perturbed elliptic equations of Caffarelli-Kohn-Nirenberg type.
Using a perturbation argument based on a finite dimensional reduction, we find positive solutions to a given class of perturbed degenerate elliptic equations with critical growth.
A remark on Schrödinger's equation with a short range potential
A remark on some nonlinear elliptic problems.
A remark on the bifurcation diagrams of superlinear elliptic equations
We prove a formula relating the index of a solution and the rotation number of a certain complex vector along bifurcation diagrams.
A remark on the blowup of solutions to the Laplace equations with nonlinear dynamical boundary conditions.
A remark on the blow-up of the solutions of a partial differential equation.
A remark on the existence of large solutions via sub and supersolutions.
A remark on the existence of steady Navier-Stokes flows in 2D semi-infinite channel involving the general outflow condition
We consider the steady Navier-Stokes equations in a 2-dimensional unbounded multiply connected domain under the general outflow condition. Let be a 2-dimensional straight channel . We suppose that is bounded and that . Let be a Poiseuille flow in and the flux of . We look for a solution which tends to as . Assuming that the domain and the boundary data are symmetric with respect to the -axis, and that the axis intersects every component of the boundary, we have shown the existence...
A Remark on the L... Bounds of the Ritz Operator Associated with a Finite Element Approximation.