A section theorem with applications to coincidence theorems and minimax inequalities in FWCFWC-spaces

In this paper, an improved version of section theorem is proved in FWCFWC-spaces without any linear and convex structure under much weaker assumptions, and next as its applications, some new coincidence theorems and minimax inequalities are established in FWCFWC-spaces. These results generalize many known theorems in the literature.