Point-of-Interest Recommendation: Exploiting Self-Attentive Autoencoders with Neighbor-Aware Influence
Guanting Pan, Zaiwei Zhang, Haocheng Chang
As the development of mobile device and location-acquisition technologies, accessing real-time location information is being easier and more efficient. Precisely because of this development, the Location-based Social Networks (LBSNs) became an important part in human’s life. People can share their experiences on a location, such as restaurants and parks, on the Internet. These locations can be seen as a Point-of-Interest (POI) in the software such as Maps in our phone. These large amounts of user-POI interaction data can provide a service, which is called personalized POI recommendation, to give recommendations to users that the location they might be interested in. These large amounts of data can be used to train a model to predict a POI that users might be interested by using Machine Learning (i.e. Classification, Clustering etc.). This paper will introduce a novel autoencoder-based model to learn the non-linear user-POI relations, which is called SAE-NAD. SAE stands for self-attentive encoder while NAD stands for neighbor-aware decoder. This method will include machine learning knowledge that we learned in this course.
In the previous works, the method is just equally treating users checked in POIs. But the SAE adaptively differentiates the user preference degrees in multiple aspects.
There are some other personalized POI recommendation methods that can be used. Some famous software (e.g. Netflix) uses model-based methods that are built on matrix factorization (MF). For example, ranked based Geographical Factorization Method in  adopted weighted regularized MF to serve people on POI. So, machine learning is popular in this area. POI recommendation is an important topic in the domain of recommender systems . This paper also described related work in Personalized location recommendation and attention mechanism in the recommendation.
The proposed method uses a two-layer neural network to compute the score matrix in the architecture of the SAE. The NAD adopts the RBF kernel to make checked-in POIs exert more influence on nearby unvisited POIs. To train this model, Network training is required.
This paper will use the datasets in the real world, which are from Gowalla, Foursquare  and Yelp. These datasets would be used to train by using the method introduced in this paper and compare the performance of SAE-NAD with other POI recommendation methods. Three groups of methods are used to compare with the proposed method, which are traditional MF methods for implicit feedback, Classical POI recommendation methods and Deep learning-based methods. Specifically, the Deep learning-based methods contains a DeepAE which is a three-hidden-layer autoencoder with a weighted loss function, we can connect this to the material in this course.
Here are the notations used in this paper. It will be helpful when trying to understand the structure and equations in the algorithm.
The structure of the network in this paper includes a self-attentive encoder as the input layer(yellow), and a neighbor-aware decoder as the output layer(green).
The self-attentive encoder is the input layer. It transfers the preference vector x_u to hidden representation A_u using weight matrix W^1 and the activation function softmax and tanh.The 0's and 1's in x_u indicates whether the user has been to a certain POI. The weight matrix W_a assigns different weights on various features of POIs.
POI recommendation uses the geographical clustering phenomenon, which increases the weight of the unvisited POIs that surrounds the visited POIs. Also, an aggregation layer is added to the network to aggregate users’ representations from different aspects into one aspect.
By minimizing the objective function, the partial derivatives with respect to all the parameters can be computed by gradient descent with backpropagation. After that, the training is complete.
To obtain a comprehensive evaluation on the effectiveness of the model, the authors performed a thorough comparison between the proposed model and the existing major POI recommendation methods. These methods can be further broken down into three categories: traditional matrix factorization methods for implicit feedback, classical POI recommendation methods, and deep learning-based methods. Here, three key evaluation metrics were introduced as Precison@k, Recall@k, and MAP@k. Through comparing all models on three datasets using the above metrics, it is concluded that the proposed model achieved the best performance.
To better understand the comparison results, it is critical for one to understand the meanings behind each evaluation metrics. Suppose the proposed model generated k recommended POIs for the user. The first metrics, Precison@k, measures the percentage of the recommended POIs which the user has visited. Recall@k is also associated with the user’s behaviour. However, it will measure the percentage of recommended POIs in all POIs which have been visited by the user. Lastly, MAP@k represents the mean average precision at k, where average precision is the average of precision values at all k ranks, where relevant POIs are found.
Among all models in the comparison group, RankGeoFM, IRNMF, and PACE produced the best results. Nonetheless, these models are still incomparable to our proposed model. The reasons are explained in details as follows:
Both RankGeoFM and IRNMF incorporate geographical influence into their ranking models, which is significant for generating POI recommendations. However, they are not capable of capturing non-linear interactions between users and POIs. In comparison, the proposed model, while incorporating geographical influence, adopts a deep neural structure which enables it to measure non-linear and complex interactions. As a result, it outperforms the two methods in the comparison group.
Moreover, compared to PACE, which is a deep learning-based method, the proposed model offers a more precise measurement on geographical influence. Though PACE is able to capture complex interactions, it models the geographical influence by a context graph, which fails to incorporate user reachability into the modeling process. In contrast, the proposed model is able to capture geographical influence directly through its neighbour-aware decoder, which allows it to achieve better performance than the PACE model.
In summary, the proposed model, namely SAE-NAD, clearly showed it advantages compared to many state-of-the-art baseline methods. Its self-attentive encoder effectively discriminates user preferences on check-in POIs, and its neighbour-aware decoder measures geographical influence precisely through differentiating user reachability on unvisited POIs. By leveraging these two components together, it is able to generate recommendations that are highly relevant to its users.
Besides developing the model and conducting detailed analysis, the authors also did very well in constructing this paper. The paper is well-written and has a highly logical structure. Definitions, notations, and metrics are introduced and explained clearly, which enables readers to follow through the analysis easily. Last but not least, both the abstract and the conclusion of this paper are strong. The abstract concisely reported the objectives and outcomes of the experiment, whereas the conclusion is succinct and precise.
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