The Method for Ranking Quasi-Optimal Alternatives in Interval Game Models Against Nature

被引：0

作者：

Romanenkov, Yuri ^{[1
]}

Kosenko, Viktor ^{[2
]}

Lobach, Olena ^{[3
]}

Grinchenko, Evgen ^{[4
]}

Grinchenko, Marina ^{[3
]}

机构：

[1] N Ye Zhukovsky Natl Aerosp Univ, Kharkiv Aviat Inst, Chkalov 17, UA-61070 Kharkov, Ukraine

[2] State Enterprise Kharkiv Res Inst Mech Engn, Krivokonevskaya 30, UA-61016 Kharkiv, Ukraine

[3] Natl Tech Univ, Kharkiv Polytech Inst, Kyrpychova 2, UA-61002 Kharkiv, Ukraine

[4] Kharkiv Natl Univ Internal Affairs, L Landau Ave 27, UA-61080 Kharkiv, Ukraine

来源：

COMPUTATIONAL LINGUISTICS AND INTELLIGENT SYSTEMS (COLINS-2019), VOL I: MAIN CONFERENCE | 2019年 / 2362卷

关键词：

Playing Against Nature; Optimal Strategy; Interval Data;

D O I：

暂无

中图分类号：

TP18 [人工智能理论];

学科分类号：

081104 ; 0812 ; 0835 ; 1405 ;

摘要：

The task of selecting the optimal strategy in the interval game with nature is considered; in particular, the situation when in the interactive dialogue of an analyst and decision support system there are cases of objective ambiguity caused, on the one hand, by interval uncertainty of data, and on the other hand by the chosen model of the task formalization. The method for ranking quasi-optimal alternatives in interval game models against nature is proposed, which enables comparing interval alternatives in cases of classical interval ambiguity. In this case, the function of the analyst preferences is used with respect to the values of the criterion that help determine the indicators for the quantitative ranking of alternatives. By selecting a specific type of the preference function, the researcher artificially converts the primary uncertainty of the data into the uncertainty of the preference function form, which nevertheless enables avoiding the ambiguity in the "fuzzy" areas of quasi-optimal alternatives.

引用

页码：334 / 343

页数：10

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