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A strong, silent young type named Lucky Steven Fetherhufff) lurks enigmatically throughout.
In the present paper we got reverses of the scalar Young type inequality and using them we obtained the reverses of Young type inequalities for operators.
We begin this section with the reverses of Young type inequalities for scalars.
Obviously, (11) and (12) are improvement reverses of the matrix Young type inequalities (5) and (6).
To achieve our goal we need the following reverses of Young type inequalities for scalars.
Obviously, (9) and (10) are improvement reverses of the scalar Young type inequalities (3) and (4).
The main purpose of this paper is to give improved reverses of Young type inequalities (3) and (4).
Based on the reverses of the scalar Young type inequalities (9) and (10), we obtain matrix versions of these inequalities.
To validate the diagnostic utility of oxidative stress markers in the evaluation of young type 1 diabetics, as suggested elsewhere.
In this paper, we obtain some improved reverses of Young type inequalities which were established by Burqan and Khandaqji (J. Math. Inequal. 9 113-120, 2015).
Based on the reverses of the scalar Young type inequalities (3) and (4), Burqan and Khandaqji proved the following in [2] if (A,B,Xin M_{n}) such that A and B are positive semidefinite.
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