In the present article, using subordination principle, authors employed certain generalized multiplier transform to define two new subclasses of analytic functions with respect symmetric and conjugate points. particular, bi-univalent conditions for function f(z) belonging these their relevant connections famous Fekete-Szegö inequality |a3−va22| were investigated a succinct mathematical approach.

Abstract We introduce a class of functional analogs the symmetric difference metric on space coercive convex functions ${\mathbb{R}}^n$ with full-dimensional domain. show that convergence respect to these metrics is equivalent epi-convergence. For large natural metrics, we are able provide full classification all isometries. In addition, new Hausdorff spaces and super-coercive functions, respec...