Schur Convexity of Complementary Geometric Mean
Schur Convexity of Complementary Geometric Mean
In this paper, the generalized forms of complementary geometric mean are introduced. Further, studied the various properties like homogeneous, isotone and convexity.Also, discussed theoscillatory mean involving complementary geometric and arithmetic means, various types of Schur convexities results.
 2020 Mathematics Subject Classification: 26D15.