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Neuman-Sándor mean, asymptotic expansions and related inequalities

机译:neuman-sándor意味着,渐近扩张和相关的不平等

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The subject of this paper is a systematic study of inequalities of the form (1 . μ )M 1 + μ M 3 M 2 (1 . ν )M 1 + ν M 3 which cover Neuman-S ′ andor mean and some classical means. Furthermore, following inequali- ties with optimal parameters were proved: μ 1 H(s,t) +(1 . μ ) 1 NS (s,t) 1 A(s,t) ν 1 H(s,t) +(1 . ν ) 1 NS(s,t) and μ 1 H(s,t) +(1 . μ ) 1 N(s,t) 1 NS (s,t) ν 1 H (s,t) +(1 . ν ) 1 N(s,t)
机译:本文的主题是覆盖Neuman-S'Andor的形式的不等式(1.μ)m 1 +μm3m2(1。)m 1 +νm 3的系统研究。此外,证明了具有最佳参数的不等式:μ1h(s,t)+(1.μ)1 ns(s,t)1 a(s,t)ν1h(s,t)+( 1.ν)1 ns(s,t)和μ1h(s,t)+(1。μ)1 n(s,t)1 ns(s,t)ν1h(s,t)+( 1.ν)1 n(s,t)

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