Best possible inequalities among harmonic, geometric, logarithmic and seiffert means
Best possible inequalities among harmonic, geometric, logarithmic and seiffert means
In this paper, we find the greatest value α and the least values β , p , q and r in (0,1/2) such that the inequalities L(αab) , and G(ra + (1r)b,rb + (1r)a) > L(a,b) hold for all a,b > 0 with a = b .Here, H(a,b) , G(a,b) …