Fused Matrix Factorization with Geographical and Social Influence

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Fused Matrix Factorization with Geographical and Social Influence in Location-based Social Networks Motivation Ø

Fused Matrix Factorization with Geographical and Social Influence in Location-based Social Networks Motivation Ø Geographical influence is important in POI recommendation Ø Model user check-in behavior to help improve recommendation

Fused Matrix Factorization with Geographical and Social Influence in Location-based Social Networks Motivation Ø

Fused Matrix Factorization with Geographical and Social Influence in Location-based Social Networks Motivation Ø Geographical influence is important in POI recommendation Ø Model user check-in behavior to help improve recommendation Multi-center Gaussian Model: The prob. of visiting a location l is defined as: Centers are found by using greedy algorithm. Fused Framework: PMF: Model user preference MGM: Model geo-influence FMFMGM: Fused PMF and MGM normalized effect of check-in frequency

Where You Like to Go: Next Successive Point-of-Interest Recommendation Motivation Ø Time-aware POI recommendation

Where You Like to Go: Next Successive Point-of-Interest Recommendation Motivation Ø Time-aware POI recommendation is an important task Ø Two main properties in LBSNs: Ø Personalized Markov chain Ø Localized region constraint

Example 0. 85 1. 0 0. 70 0. 15 0. 20 0. 30 1.

Example 0. 85 1. 0 0. 70 0. 15 0. 20 0. 30 1. 0 0. 79 0. 59 0. 01 User 1 0. 40 Localized Region Constraint User 2

Model • FPMC-LR is to recommend a successive personalized POI by the prob. a

Model • FPMC-LR is to recommend a successive personalized POI by the prob. a user u will visit at time t: • Base on first-order Markov chain property Prob. for user u from location i to l

Model • FPMC-LR only consider the neighborhood locations of previous check-ins • Thus our

Model • FPMC-LR only consider the neighborhood locations of previous check-ins • Thus our FPMC-LR yields a transition tensor – Note: is reduced largely compared to around 100 when d = 40 km ,

Model • Model top-k recommendations as a ranking over locations: • The MAP estimator

Model • Model top-k recommendations as a ranking over locations: • The MAP estimator is • Learning algorithm: Stochastic gradient descent