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A new Fruit Fly Optimization Algorithm: Taking the fifinancial distress model as an example 5 d* K5 P+ F! Q9 z0 j' j
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The treatment of an optimization problem is a problem that is commonly researched and discussed by
8 z( ~( A! O5 l6 sscholars from all kinds of fifields. If the problem cannot be optimized in dealing with things, usually lots0 [; P6 r2 y5 C/ s2 F
of human power and capital will be wasted, and in the worst case, it could lead to failure and wasted
7 ]: M; o Q0 T( o: ]1 _2 Gefforts. Therefore, in this article, a much simpler and more robust optimization algorithm compared with
3 i( M9 L' c' e" \! Y- ^the complicated optimization method proposed by past scholars is proposed; the Fruit Fly Optimization
3 Z2 Q2 E) ?/ B( T3 xAlgorithm. In this article, throughout the process of fifinding the maximal value and minimal value of a
+ l) ^9 G6 }+ |- U j- Yfunction, the function of this algorithm is tested repeatedly, in the mean time, the population size and8 t' o8 W' c1 Z/ J) y f
characteristic is also investigated. Moreover, the fifinancial distress data of Taiwan’s enterprise is further
" t" \! K$ _! \; F1 g+ m" pcollected, and the fruit flfly algorithm optimized General Regression Neural Network, General Regression
$ g( Q" d# p. Q5 pNeural Network and Multiple Regression are adopted to construct a fifinancial distress model. It is found in
9 L0 O8 c, `( W2 _+ e) C0 P$ Zthis article that the RMSE value of the Fruit Fly Optimization Algorithm optimized General Regression- i+ v& H+ i1 W# {5 D
Neural Network model has a very good convergence, and the model also has a very good classifification1 I( R" i& x1 E: W9 F* b, A0 ~
and prediction capability.* s. V1 M K7 h$ G# w4 d! [
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