ESTABLISH OF THE JENSEN TYPE ( Γ_1, Γ_2 )-FUNCTIONAL INEQUATITIES BASED ON JENSEN TYPE FUNCTIONAL EQUATION WITH 3k-VARIABLES IN COMPLEX BANACH SPACE

Ly Van An
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Abstract

In this paper, I work on expanding the Jensen $(\Gamma_{1},\Gamma_{2})$-function inequalities by relying on the general Jensen functional equation with 3k-variables on the complex Banach space. That's the main result in this.
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基于复杂巴纳赫空间中含 3k 变量的詹森式函数方程的詹森式(Γ_1,Γ_2)函数不等式的建立
在这篇论文中,我依靠复巴纳赫空间上带 3k 变量的一般詹森函数方程,扩展了詹森 $(\Gamma_{1},\Gamma_{2})$ 函数不等式。这就是本文的主要结果。
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