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Transfer learning with long term artificial neural network memory (LTANN-MEM) and neural symbolization algorithm (NSA) for solving high dimensional multi-objective symbolic regression problems

机译:使用长期人工神经网络记忆(LTANN-MEM)和神经符号化算法(NSA)进行转移学习,以解决高维多目标符号回归问题

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Long Term Artificial Neural Network Memory (LTANN-MEM) and Neural Symbolization Algorithm (NSA) are proposed for solving symbolic regression problems. Although this approach is capable of solving Boolean decoder problems of sizes 6, 11 and 20, it is not capable of solving decoder problems of higher dimensions like decoder-37; decoder-n is decoder with sum of inputs and outputs is n for example decoder-20 is decoder with 4 inputs and 16 outputs. It is shown here that LTANN-MEM and NSA approach is a kind of transfer learning however it lacks for sub tasking transfer and updatable LTANN-MEM. An approach for adding the sub tasking transfer and LTANN-MEM updates is discussed here and examined by solving decoder problems of sizes 37, 70 and 135 efficiently. Comparisons with two learning classifier systems are performed and it is found that the proposed approach in this work outperforms both of them. It is shown that the proposed approach is used also for solving decoder-264 efficiently. According to the best of our knowledge, there is no reported approach for solving this high dimensional problem.
机译:提出了长期人工神经网络存储器(LTANN-MEM)和神经符号化算法(NSA)来解决符号回归问题。尽管这种方法能够解决大小为6、11和20的布尔值解码器问题,但它无法解决较高尺寸的解码器问题(如解码器37);解码器-n是具有输入和输出之和的解码器,例如,解码器-20是具有4个输入和16个输出的解码器。这里显示LTANN-MEM和NSA方法是一种转移学习,但是它缺少子任务转移和可更新的LTANN-MEM。此处讨论了一种添加子任务传输和LTANN-MEM更新的方法,并通过有效解决大小为37、70和135的解码器问题进行了研究。与两个学习分类器系统进行了比较,发现在这项工作中所提出的方法优于两者。结果表明,所提出的方法还可以有效地解决解码器264问题。据我们所知,尚无解决此高维问题的方法报道。

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