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Поле | Співвідношення |
Title | Adjustment of a positive integer parameter unknown to an interval with constant boundaries based on expert estimations whose average-like value is upper-limited to the parameter |
Names |
Romanuke, V.V.
Романюк, В.В. |
Date Issued | 2016 (iso8601) |
Abstract | Adjustment of an unknown parameter relating to expert procedures and estimations is represented. The parameter is a positive integer. Boundaries of an interval enclosing the parameter’s value are fixed constants. The goal is to develop a parameter adjustment algorithm based on expert estimations, wherein an averagelike value of those estimations must be not greater than the parameter. First off, a simpler adjustment algorithm is developed. This is the hard adjustment, wherein an inequality with the parameter is checked and a subsequent mean dichotomy is fulfilled. If the inequality, in which the averagelike value must be not greater than the parameter, turns false then it implies that the right end has been taken too small. And then the simplest correction becomes dragging it to the top right. The soft adjustment algorithm corrects it smarter dragging it to some value which was previously set to be the current parameter’s value. Because of the averagelike value of expert estimations is upperlimited to the parameter, dichotomy is fulfilled by the prioritized shift to the right. Both algorithms provide an early stop condition, when the averagelike value is approximately equal to the parameter’s value and it is not greater than the parameter for a row of cases. The hard adjustment algorithm should be applied in fields of poor knowledge or with less proficient experts. The soft adjustment algorithm fits strong experience and highly proficient experts. |
Genre | Стаття |
Topic | positive integer parameter adjustment |
Identifier | Romanuke, V.V. Adjustment of a positive integer parameter unknown to an interval with constant boundaries based on expert estimations whose average-like value is upper-limited to the parameter [Текст] / V. V. Romanuke // Вісник Хмельницького національного університету. Технічні науки. – 2016. – №4. – С. 116-124. |