Advanced Analytics and Deep Learning Models. Группа авторов

Чтение книги онлайн.

Читать онлайн книгу Advanced Analytics and Deep Learning Models - Группа авторов страница 21

Advanced Analytics and Deep Learning Models - Группа авторов

Скачать книгу

different types of parameters. In the first step, we need to remove the words like “a”, “and”, “but”, “how”, “or”, and “what”. In the next step, we need to set the framework in between 10 and 50 for extracting the aspects and sub-aspects. To calculate the efficiency of sub-aspects, the main aspects were extricated, in some experimental session. As per the sentiment analysis algorithmic program, both “CoreNLP” and “AFINN-based” algorithms were used. They set KL-divergence score value as 0.1. They used both user-based and item-based CF system. Previously, they have used an advance version of Euclidean distance, which they introduced as multi-dimensional Euclidean distance for calculating the neighborhood. By their formula for all the dataset, neighborhood size was set to 10, 30, and 80, and they did it because the bigger neighborhoods will reduce in the efficiency of the proposed algorithm [5].

      The effectiveness of their algorithmic program was planned by calculating the average of the Mean Average Error (MAE). Rival framework is used to calculate the matrices, to make sure the dependability in results [5].

       3.4.1.1 Discussion and Result

      One more attractive result comes from the Yelp and TripAdvisor by use of sub-aspect which gave a significant improvement in performance. Here, the maximum efficiency came by using the top 50 aspects. For a better understanding of this, we need to do further investigations [5, 20].

       Result of MCRS-Based CF Experiment 1

       Result of Experiment 2

Configuration Dataset Dataset
#neigh. #asp. Sub-asp Yelp TripAdvisor Amazon Configuration Yelp TripAdvisor Amazon
10 10 Y 0.8362 0.7111 0.6464 Multi-U2U 0.8362 0.7111 0.6276
10 10 N 0.841 0.7564 0.6335 U2U-Euclidean 0.886 0.8337 0.7254
10 50 Y 0.841 0.7269 0.6346 U2U-Pearson 0.964 1.1222 0.9789
10 50 N 0.8364 0.8007 0.6276 Static-Multi-U2U N.A. 0.798 N.A.
30 10 Y 0.8461 0.7677 0.712 Multi-I2I 0.864 0.8245 0.811
30 10 N 0.8473 0.7722 0.7122 I2I-Euclidean 0.8745 0.8429 0.8117
30 50 Y 0.8474 0.7743 0.7101 I2I-Pearson 1.1794 0.8644 0.9679
30 50 N 0.8494 0.8003 0.714 Static-Multi-I2I N.A. 0.8474 N.A.
80 10 Y 0.8579 0.7971 0.7584 RatingSGD 0.8409 0.745 0.8859
10 N

Скачать книгу