3.4.2.2 Training Setting
Here, they trained their stacked autoencoder with the three-hidden layers and five-hidden layers, and also, they applied sigmoid and hyperbolic tangents. In sigmoid transfer function, the data are transformed in between 0 and 1. In hyperbolic tangents, the data are transformed in between −1 and 1. They used mini batch GD Optimizer and Adam Optimizer for regularization. Dropout regularization is added to each hidden layer with probability p = 0.5. Research was done for dissimilar parameters. Finest parameter values are shown in the research work. In this proposed approach, 90% of data are utilized for training purposes along with the rest samples for testing purposes [4].
3.4.2.3 Result
To compare this approach with single- as well as multi-criteria rating systems, they implemented the approach with some different research result proposed by different researchers. Those are MF, 2016 Hybrid AE [23] and multi-criteria recommendation techniques: 2011 Liwei Liu [13], 2017 Learning [22], three approaches from [27] (2017 CCC, 2017 CCA, and 2017 CIC). Certain procedures are used on all the functioning datasets. The results are shown in Tables 3.1 to 3.3. Conventional matrix factorization got the most ever loss in terms of MAE, GIMAE, and GPIMAE with values 1.2077, 1.3055, and 0.8079, respectively, as shown in Table 3.1. In terms of mean absolute error and F1, 2017 Pref Learning carry out superior to existing single and multi-criteria rating techniques. However, this method performs well in all the existing methods. It can be seen that MF got the maximum loss and least F1. Their preferred extended stacked autoencoder approach went beyond all the methods sufficiently in various evaluation metrics, as shown in Table 3.2. Similar trends are also found on the other datasets, YM 10-10 and YM 20-20 in Tables 3.3 and 3.4, respectively [4].
3.4.3 Situation-Aware Multi-Criteria Recommender System: Using Criteria Preferences as Contexts by Zheng
Inside this research activity, they tried to implement the new methods which manage criteria likings as contextual situations. To be specific, they trust that one portion of multi-criteria preferences may be observed as contexts and the other part managed in the conventional way in MCRS. They differentiate the suggestion efficiency between three settings. First one is applying every criteria rating in the conventional way. Second setting that they used is