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Sugeno integral based on absolutely monotone real set functions

机译:基于绝对单调实数集函数的Sugeno积分

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摘要

The class of all absolutely monotone and sign stable set functions with m(?) = 0, denoted by AMSS, is introduced. Necessary and sufficient conditions are obtained for a set function m, m(?) = 0, to be a member of AMSS. A Sugeno type integral of an A- measurable real-valued function is defined with respect to an absolutely monotone and sign stable set function and some of its properties are shown. A representation of a comonotone-cosigned (v)-additive functional by Sugeno integral based on ∈ e AMSS is obtained.
机译:介绍了由AMSS表示的m(?)= 0的所有绝对单调和符号稳定集函数的类。为使集合函数m(m)(?)= 0,成为AMSS的成员,获得了必要的充分条件。针对绝对单调和符号稳定设定函数定义了可测量的实值函数的Sugeno型积分,并显示了其某些特性。基于∈e AMSS的Sugeno积分获得了共调单调的(v)可加泛函的表示。

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