Function (biology)

Detector

Biology

Statistics

Microeconomics

Variety (cybernetics)

Minimax

Telecommunications

Economics

Computer science

Mathematical optimization

Evolutionary biology

Reinforcement learning

Discriminator

Preference

Mathematics

Artificial intelligence

Geometry

Information retrieval

Point (geometry)

Recommender system

Point of interest

Machine learning

Adversarial system

Point-of-interest (POI) recommendation is essential to a variety of services for both users and business. An extensive number of models have been developed to improve the recommendation performance by exploiting various characteristics and relations among POIs (e.g., spatio-temporal, social, etc.). However, very few studies closely look into the underlying mechanism accounting for why users prefer certain POIs to others. In this work, we initiate the first attempt to learn the distribution of user latent preference by proposing an Adversarial POI Recommendation (APOIR) model, consisting of two major components: (1) the recommender (R) which suggests POIs based on the learned distribution by maximizing the probabilities that these POIs are predicted as unvisited and potentially interested; and (2) the discriminator (D) which distinguishes the recommended POIs from the true check-ins and provides gradients as the guidance to improve R in a rewarding framework. Two components are co-trained by playing a minimax game towards improving itself while pushing the other to the boundary. By further integrating geographical and social relations among POIs into the reward function as well as optimizing R in a reinforcement learning manner, APOIR obtains significant performance improvement in four standard metrics compared to the state of the art methods.

Adversarial Point-of-Interest Recommendation