Approximation of Jensen type reciprocal mappings via fixed point technique

In this paper, we solve a new Jensen type m-dimensional multiplicative inverse functional equation and then its various stability problems in the setting of non-negative real numbers non-Archimedean spaces via fixed point method. The dealt study is linked with famous relationship between arithmetic harmonic mean m values. role very significant many other fields such as traffic flow theory, industrial engineering, communication system, etc. By inversing reciprocal values, attain mean. This property could be analyzed an problem investigation.