Global structure of positive solutions for problem with mean curvature operator on an annular domain (Q1627586)

This paper is concerned with the mathematical and bifurcation analysis of the global structure of positive solutions of a class of mean curvature equations in the Minkowski space. This study is performed on an annular domain and under Robin boundary conditions. The authors establish sufficient conditions for the existence of solutions as well as related multiplicity properties. The proof combines analytic techniques with arguments in the theory of differential equations.