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Response Aware Model-Based Collaborative Filtering Motivation  Rating data contain explicit scores and implicit response patterns  The rated items are not randomly selected Rating matrix X User selected items Randomly selected items Items Users Data model: probabilistic matrix factorization ( θ=(U, V) )

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Page 1: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Poster Spotlights

Conference on Uncertainty in Artificial IntelligenceCatalina Island, United StatesAugust 15-17, 2012

Session: Wed. 15 August 2012, 15:10 - 15:30 pmID: 211

Response Aware Model-Based Collaborative Filtering 

Guang Ling1, Haiqin Yang1, Michael R. Lyu1, Irwin King1,2

1The Chinese University of Hong Kong2AT&T Labs Research, San Francisco

Page 2: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Response Aware Model-Based Collaborative Filtering

Motivation Rating data contain explicit scores and implicit response patterns

Rating matrix XUser selected items

Items

Use

rs

Data model: probabilistic matrix factorization (θ=(U, V))

5 45 3

3 21 5

2 4

Page 3: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Response Aware Model-Based Collaborative Filtering

Motivation Rating data contain explicit scores and implicit response patterns The rated items are not randomly selected

Rating matrix XUser selected items Randomly selected items

Items

Use

rs

Data model: probabilistic matrix factorization (θ=(U, V))

5 45 3

3 21 5

2 4

Page 4: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Response Aware Model-Based Collaborative Filtering

Motivation Rating data contain explicit scores and implicit response patterns The rated items are not randomly selected

Goal: How to integrate users’ response patterns into a successful matrix factorization, Probabilistic Matrix Factorization, to avoid bias parameter estimation

Rating matrix XUser selected items Randomly selected items

Items

Use

rs

Data model: probabilistic matrix factorization (θ=(U, V))

5 45 3

3 21 5

2 4

Page 5: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Response Aware Model-Based Collaborative Filtering

Motivation Rating data contain explicit scores and implicit response patterns The rated items are not randomly selected

Goal: How to integrate users’ response patterns into a successful matrix factorization, Probabilistic Matrix Factorization, to avoid bias parameter estimation

Rating matrix XUser selected items Randomly selected items

1 1 0 0 00 1 0 1 01 0 0 1 01 0 1 0 00 1 0 0 1

Items

Use

rs

Items

Use

rs

Response matrix R

Data model: probabilistic matrix factorization (θ=(U, V))

Response model: variants of soft assignment of Bernoulli distribution with parameters μ

5 45 3

3 21 5

2 4

Page 6: Poster Spotlights Conference on Uncertainty in Artificial Intelligence Catalina Island, United States August 15-17, 2012 Session: Wed. 15 August 2012,

Response Aware Model-Based Collaborative Filtering

Motivation Rating data contain explicit scores and implicit response patterns The rated items are not randomly selected

Goal: How to integrate users’ response patterns into a successful matrix factorization, Probabilistic Matrix Factorization, to avoid bias parameter estimation

Experiments Three recommender protocols Synthetic and Yahoo! datasets RAPMF performs better on randomly selected items

Rating matrix XUser selected items Randomly selected items

1 1 0 0 00 1 0 1 01 0 0 1 01 0 1 0 00 1 0 0 1

Items

Use

rs

Items

Use

rs

Response matrix R

Synthetic dataset Yahoo! dataset

Data model: probabilistic matrix factorization (θ=(U, V))

Response model: variants of soft assignment of Bernoulli distribution with parameters μ

5 45 3

3 21 5

2 4