正差函数的Hornich-Hlawka泛函不等式
The Hornich-Hlawka functional inequality for functions with positive differences
摘要：
我们分析所发挥的作用$n$ -凸性的履行一系列的线性泛函不等式，扩展Hornich-Hlawka功能不等式，$f\left( x\right) +f\left( y\right) +f\left( z\right) +f\left( x+y+z\right) \geq f\left( x+y\right) +f\left( y+z\right)+f\left( z+x\right) +f(0),$包括扩展的情况下，积极的运营商。
英文摘要：
We analyze the role played by $n$-convexity for the fulfillment of a series of linear functional inequalities that extend the Hornich-Hlawka functional inequality, $f\left( x\right) +f\left( y\right) +f\left( z\right) +f\left( x+y+z\right) \geq f\left( x+y\right) +f\left( y+z\right)+f\left( z+x\right) +f(0),$ including extensions to the case of positive operators.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
