测量维度的数量如何影响中风患者高同型半胱氨酸血症维生素治疗的模糊因果测量

C. Helgason, T. Jobe
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引用次数: 5

摘要

作为我们研究将模糊模型应用于临床中风诊断和治疗的自然后续,我们基于基数的模糊度量M和定义Kosko的模糊子集定理,开发了对中风个体患者初始条件敏感的因果关系的直接度量。在本文中,我们展示并测量了以前未表示的元素(维度)对我们的因果临床效率测量K的影响,K对独特的初始和最终条件敏感。我们通过将新元素作为模糊集添加到患者中来显示这一点。同样,我们的因果度量是基于模糊基数M和模糊子集定理的相同度量。形式因果基础(FCG)、临床因果效应(CCE)和K的因果度量定义可以找到。计算了K的两个单独度量。将基因突变作为信息纳入患者模糊集和不纳入患者模糊集时Foltx的临床效率。讨论了在患者模糊集中加入元素信息作为变量的效果。
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How the number of measured dimensions affects fuzzy causal measures of vitamin therapy for hyperhomocysteinemia in stroke patients
As a natural sequel to our investigations in the application of the fuzzy model to clinical stroke diagnosis and treatment, we have developed direct measures of causality sensitive to initial conditions of the individual patient with stroke and are based on the fuzzy measure M of cardinality and the fuzzy subsethood theorem defined Kosko. In this paper we show and measure the effect of a previously un-represented element (dimension) on our causal clinical efficiency measure K sensitive to unique initial and final conditions. We show this by adding the new element to the patient as fuzzy set. Again, our causal measures are based on the same measure of fuzzy cardinality M and the fuzzy subsethood theorem. The definition of causal measures for Formal Causal Ground (FCG), Clinical Causal Effect (CCE) and K can be found. Two separate measures for K are calculated. The clinical efficiency of Foltx when the genetic mutation is included as information in the patient fuzzy set, and when it is not. The effect of the addition of elemental information as variable in the patient's fuzzy set is discussed.
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