Ants Colony Optimization Algorithm in the Hopfield Neural Network for Agricultural Soil Fertility Reverse Analysis

H. Abubakar, A. Muhammad, Smaiala Bello
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引用次数: 10

Abstract

The Boolean Satisfiability Problem (BSAT) is one of the most important decision problems in mathematical logic and computational sciences for determining whether or not a solution to a Boolean formula.. Hopfield neural network (HNN) is one of the major type artificial neural network (NN) popularly known for it used in solving various optimization and decision problems based on its energy minimization machinism. The existing models that incorporate standalone network projected non-versatile framework as fundamental Hopfield type of neural network (HNN) employs random search in its training stages and sometimes get trapped at local optimal solution. In this study, Ants Colony Optimzation Algorithm (ACO) as a novel variant of probabilistic metaheuristic algorithm (MA) inspired by the behavior of real Ants, has been incorporated in the training phase of Hopfield types of the neural network (HNN) to accelerate the training process for Random Boolean kSatisfiability reverse analysis (RANkSATRA) based for logic mining. The proposed hybrid model has been evaluated according to robustness and accuracy of the induced logic obtained based on the agricultural soil fertility data set (ASFDS). Based on the experimental simulation results, it reveals that the ACO can effectively work with the Hopfield type of neural network (HNN) for Random 3 Satisfiability Reverse Analysis with 87.5 % classification accuracy
基于Hopfield神经网络的蚁群优化算法的农业土壤肥力反演分析
布尔可满足性问题(BSAT)是数学逻辑和计算科学中最重要的决策问题之一,用于确定布尔公式是否有解。Hopfield神经网络(HNN)是人工神经网络(NN)的主要类型之一,它基于能量最小化机制来解决各种优化和决策问题。现有以独立网络投影非通用框架为基础的Hopfield型神经网络(HNN)模型在训练阶段采用随机搜索,有时会陷入局部最优解。在本研究中,蚁群优化算法(蚁群优化算法)作为受真实蚂蚁行为启发的概率元启发式算法(MA)的一种新变体,被引入到Hopfield类型的神经网络(HNN)的训练阶段,以加速基于逻辑挖掘的随机布尔kSatisfiability反向分析(RANkSATRA)的训练过程。根据基于农业土壤肥力数据集(ASFDS)获得的诱导逻辑的鲁棒性和准确性对所提出的混合模型进行了评估。实验仿真结果表明,蚁群算法可以有效地与Hopfield型神经网络(HNN)进行随机3可满足性反向分析,分类准确率达到87.5%
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CiteScore
4.30
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