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Learning method of linear discriminant function

机译:线性判别函数的学习方法

摘要

PURPOSE:To provide an optimum discriminant function used for the diagnostic rule of a diagnostic system by means of a linear plan method. CONSTITUTION:A positive/negative example separation part 11 divides an inputted diagnostic example 10 into a positive example 12 and a negative example 13. A positive example conversion part 14 generates a linear limited expression 16 obtained by adding a first variable reducing a constant item to the positive example and making an unequal sign equal. A negative example conversion part 15 generates a linear limited expression 17 obtained by adding a second variable increasing the constant item to the negative example and encoding the unequal sign. A linear plan execution part 18 sets the total of the first variable and the second variable to be a target function 19, and generates a discrimination function 20 so that the target function 19 becomes a minimum with the limited expressions 16 and 17 against the positive and negative examples as limited conditions. The diagnostic system generates the whole discriminant function by repeatedly using a learning system 1 for plural illnesses.
机译:目的:通过线性计划方法提供用于诊断系统诊断规则的最佳判别函数。组成:正负示例分离部分11将输入的诊断示例10分为正示例12和负示例13。正示例转换部分14生成一个线性限制表达式16,该线性限制表达式16是通过将一个减少常数项的第一变量加到第一个变量而获得的正例,使不等号相等。负数示例转换部分15生​​成通过将增加常数项的第二变量添加到负数示例并编码不等号而获得的线性限制表达式17。线性计划执行部分18将第一变量和第二变量的总和设置为目标函数19,并且生成判别函数20,以使得目标函数19针对正和负的有限表达式16和17变为最小值。负面例子作为有限的条件。该诊断系统通过重复使用针对多种疾病的学习系统1来产生整个判别功能。

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