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AUTOMATIC DESIGN OF ARTIFICIAL NEURAL NETWORKS

      Author: Baturi   |   27 August 2022   |   comments: 0

AUTOMATIC DESIGN OF ARTIFICIAL NEURAL NETWORKS
AUTOMATIC DESIGN OF ARTIFICIAL NEURAL NETWORKS by Erick Jaimes
English | 2022 | ISBN: N/A | ASIN: B0B9T66WRB | 255 pages | MOBI | 0.40 Mb
The main objective of this work is to meet the needs of a short-term gold market operator, which refers to predicting in the best possible way the value of gold in the following days. In this case, a forecast horizon of 22 business days was chosen (approximately one month of negotiation), for which an ANN was obtained that required only the data series of the preceding five months . The results of the training with the error measures of the trained RNA architectures are shown in Table 1 , where R designates the amount of time delays considered and Hi the number of neurons in the hidden layer. The series of data used for this process corresponds to the closing prices between June 30, 2014 and December 30, 2014. The first columns of Table 1 show that the RNA can model the price of gold in a satisfactory way. using its price series as the only input variable. The best result was obtained in the 1/5/1 configuration corresponding to five neurons in the hidden layer and a time delay in the input layer , in which there are low errors in training and prediction (outside the sample).


The right half of Table 1 involved a second input variable that aims to take into account the fact that gold is used as the main reserve position by most central banks competing with the US dollar for such a function. The variable chosen was the DXY US dollar index, which is calculated daily taking as a reference the exchange rate between the US dollar and the six most traded currencies in the world. Recently it has been observed that large investors have sought refuge in gold and the US dollar in periods of economic crisis . As expected, the RNA significantly improved its performance by involving this additional input. In the right columns of Table 1, it can be seen that , similar to the first structure with an input variable, in this case the 1/5/1 network of a time lag and five neurons in the hidden layer stand out, throwing the smallest error in the prediction.



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