Geometry and Application in Economics of Fixed Point

Inspired by the reality that collection of fixed/common fixed points can embrace any symmetrical geometric shape comparable to a disc, circle, an elliptic ellipse, or hyperbola, we investigate subsistence point and common study their geometry in partial metric space introducing some novel contractions notions ellipse-like curve which is but entirely different than ellipse Euclidean space. We look at new hypotheses essential for nonunique mathematical operators incorporate keeping view symmetry approaches. Appropriate nontrivial examples verify established conclusions. conclude our work applying results construct model solve Production–Consumption Equilibrium problem economics.