iTALS: implicit tensor factorization for context-aware recommendations (ECML/PKDD 2012 presentation)

Balázs Hidasi
Balázs HidasiHead of Data Mining and Research at Gravity R&D
iTALS
Fast ALS-based tensor factorization for context-aware
recommendation from implicit feedback
Balázs Hidasi – balazs.hidasi@gravityrd.com
Domonkos Tikk – domonkos.tikk@gravityrd.com




 ECML/PKDD, 25TH SEPTEMBER 2012, BRISTOL
Overview
• Implicit feedback problem
• Context-awareness
 ▫ Seasonality
 ▫ Sequentaility
• iTALS
 ▫ Model
 ▫ Learning
 ▫ Prediction
• Experiments
Feedback types
• Feedback: user-item interraction (events)
• Explicit:
  ▫ Preferences explicitely coded
  ▫ E.g.: Ratings
• Implicit:
  ▫ Preferences not coded explicitely
  ▫ E.g.: purchase history
Problems with implicit feedback
• Noisy positive preferences
 ▫ E.g.: bought & disappointed
• No negative feedback available
 ▫ E.g.: had no info on item

• Usually evaluated by ranking metrics
 ▫ Can not be directly optimized
Why to use implicit feedback?
• Every user provides
• Some magnitudes larger amount of information
  than explicit feedback
• More important in practice
 ▫ Explicit algorithms are for the biggest only
Context-awareness
• Context: any information associated with events
• Context state: a possible value of the context
  dimension
• Context-awareness
  ▫ Usage of context information
  ▫ Incorporating additional informations into the method
  ▫ Different predictions for same user given different
    context states
  ▫ Can greatly outperform context-unaware methods
     Context segmentates items/users well
Seasonality as context
• Season: a time period
  ▫ E.g.: a week
• Timeband: given interval in season
  ▫ Context-states
  ▫ E.g.: days
• Assumed:
  ▫ aggregated behaviour in a given
    timeband is similar inbetween
    seasons                            User   Item     Date       Context
  ▫ and different for different         1      A     12/07/2010      1
    timebands                           2      B     15/07/2010      3
  ▫ E.g.: daily/weekly routines         1      B     15/07/2010      3
                                        …      …         …
                                        1      A     19/07/2010      1
Sequentiality
• Bought A after B
  ▫ B is the context-state of the user’s
    event on A
• Usefullness
  ▫ Some items are bought together
  ▫ Some items bought repetetively
  ▫ Some are not
• Association rule like information
  incorporated into model as
  context
  ▫ Here: into factorization methods
• Can learn negated rules
  ▫ If C then not A
M3
iTALS - Model
• Binary tensor
  ▫ D dimensional




                                         User
  ▫ User – item – context(s)




                                    M1
                                                 T
• Importance weights
  ▫ Lower weights to zeroes (NIF)
  ▫ Higher weights to cells with                Item
    more events                                 M2
• Cells approximated by sum of
  the values in the elementwise
  product of D vectors
  ▫ Each for a dimension
  ▫ Low dimensional vectors
iTALS - Learning
•
iTALS - Prediction
• Sum of values in elementwise product of vectors
 ▫ User-item: scalar product of feature vectors
 ▫ User-item-context: weighted scalar product of
   feature vectors
• Context-state dependent reweighting of features
• E.g.:
 ▫ Third feature = horror movie
 ▫ Context state1 = Friday night  third feature high
 ▫ Context state2 = Sunday afternoon  third
   feature low
Experiments
• 5 databases
  ▫ 3 implicit
     Online grocery shopping
     VoD consumption
     Music listening habits
  ▫ 2 implicitizied explicit
     Netflix
     MovieLens 10M
• Recall@20 as primary evaluation metric
• Baseline: context-unaware method in every context-
  state
Scalability
                                      Running times on the Grocery dataset
                     350

                     300
                                                                                iALS epoch
Running time (sec)




                     250
                                                                                iTALS (time bands) epoch
                     200
                                                                                iTALS (sequence) epoch
                     150
                                                                                iALS calc. matrix
                     100
                                                                                iTALS (time bands) calc.
                                                                                matrix
                      50
                                                                                iTALS (sequence) calc. matrix
                      0
                           10   20   30     40   50   60   70   80   90   100
                                          Number of factors (K)
Results – Recall@20
0.1200

0.1000

0.0800

0.0600

0.0400

0.0200

0.0000
             VoD        Grocery        LastFM            Netflix           MovieLens
     iALS (MF method)   iCA baseline   iTALS (seasonality)         iTALS (sequence)
Results – Precision-recall curves
0.25        Recall-precision (Grocery)
0.20
0.15
0.10                                                            iALS

0.05
0.00                                                            iCA baseline
    0.00   0.05          0.10       0.15          0.20
                  Recall-precision (VoD)                        iTALS
0.08                                                            (season)

0.06                                                            iTALS
                                                                (sequence)
0.04

0.02

0.00
    0.00    0.05           0.10            0.15          0.20
Summary
• iTALS is a
  ▫   scalable
  ▫   context-aware
  ▫   factorization method
  ▫   on implicit feedback data
• The problem is modelled
  ▫ by approximating the values of a binary tensor
  ▫ with elementwise product of short vectors
  ▫ using importance weighting
• Learning can be efficiently done by using
  ▫ ALS
  ▫ and other computation time reducing tricks
• Recommendation accuracy is significantly better than iCA-baseline
• Introduced a new context type: sequentiality
  ▫ association rule like information in factorization framework
Thank you for your attention!



For more of my recommender systems related research visit my website: http://www.hidasi.eu




                                         T
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iTALS: implicit tensor factorization for context-aware recommendations (ECML/PKDD 2012 presentation)

  • 1. iTALS Fast ALS-based tensor factorization for context-aware recommendation from implicit feedback Balázs Hidasi – balazs.hidasi@gravityrd.com Domonkos Tikk – domonkos.tikk@gravityrd.com ECML/PKDD, 25TH SEPTEMBER 2012, BRISTOL
  • 2. Overview • Implicit feedback problem • Context-awareness ▫ Seasonality ▫ Sequentaility • iTALS ▫ Model ▫ Learning ▫ Prediction • Experiments
  • 3. Feedback types • Feedback: user-item interraction (events) • Explicit: ▫ Preferences explicitely coded ▫ E.g.: Ratings • Implicit: ▫ Preferences not coded explicitely ▫ E.g.: purchase history
  • 4. Problems with implicit feedback • Noisy positive preferences ▫ E.g.: bought & disappointed • No negative feedback available ▫ E.g.: had no info on item • Usually evaluated by ranking metrics ▫ Can not be directly optimized
  • 5. Why to use implicit feedback? • Every user provides • Some magnitudes larger amount of information than explicit feedback • More important in practice ▫ Explicit algorithms are for the biggest only
  • 6. Context-awareness • Context: any information associated with events • Context state: a possible value of the context dimension • Context-awareness ▫ Usage of context information ▫ Incorporating additional informations into the method ▫ Different predictions for same user given different context states ▫ Can greatly outperform context-unaware methods  Context segmentates items/users well
  • 7. Seasonality as context • Season: a time period ▫ E.g.: a week • Timeband: given interval in season ▫ Context-states ▫ E.g.: days • Assumed: ▫ aggregated behaviour in a given timeband is similar inbetween seasons User Item Date Context ▫ and different for different 1 A 12/07/2010 1 timebands 2 B 15/07/2010 3 ▫ E.g.: daily/weekly routines 1 B 15/07/2010 3 … … … 1 A 19/07/2010 1
  • 8. Sequentiality • Bought A after B ▫ B is the context-state of the user’s event on A • Usefullness ▫ Some items are bought together ▫ Some items bought repetetively ▫ Some are not • Association rule like information incorporated into model as context ▫ Here: into factorization methods • Can learn negated rules ▫ If C then not A
  • 9. M3 iTALS - Model • Binary tensor ▫ D dimensional User ▫ User – item – context(s) M1 T • Importance weights ▫ Lower weights to zeroes (NIF) ▫ Higher weights to cells with Item more events M2 • Cells approximated by sum of the values in the elementwise product of D vectors ▫ Each for a dimension ▫ Low dimensional vectors
  • 11. iTALS - Prediction • Sum of values in elementwise product of vectors ▫ User-item: scalar product of feature vectors ▫ User-item-context: weighted scalar product of feature vectors • Context-state dependent reweighting of features • E.g.: ▫ Third feature = horror movie ▫ Context state1 = Friday night  third feature high ▫ Context state2 = Sunday afternoon  third feature low
  • 12. Experiments • 5 databases ▫ 3 implicit  Online grocery shopping  VoD consumption  Music listening habits ▫ 2 implicitizied explicit  Netflix  MovieLens 10M • Recall@20 as primary evaluation metric • Baseline: context-unaware method in every context- state
  • 13. Scalability Running times on the Grocery dataset 350 300 iALS epoch Running time (sec) 250 iTALS (time bands) epoch 200 iTALS (sequence) epoch 150 iALS calc. matrix 100 iTALS (time bands) calc. matrix 50 iTALS (sequence) calc. matrix 0 10 20 30 40 50 60 70 80 90 100 Number of factors (K)
  • 14. Results – Recall@20 0.1200 0.1000 0.0800 0.0600 0.0400 0.0200 0.0000 VoD Grocery LastFM Netflix MovieLens iALS (MF method) iCA baseline iTALS (seasonality) iTALS (sequence)
  • 15. Results – Precision-recall curves 0.25 Recall-precision (Grocery) 0.20 0.15 0.10 iALS 0.05 0.00 iCA baseline 0.00 0.05 0.10 0.15 0.20 Recall-precision (VoD) iTALS 0.08 (season) 0.06 iTALS (sequence) 0.04 0.02 0.00 0.00 0.05 0.10 0.15 0.20
  • 16. Summary • iTALS is a ▫ scalable ▫ context-aware ▫ factorization method ▫ on implicit feedback data • The problem is modelled ▫ by approximating the values of a binary tensor ▫ with elementwise product of short vectors ▫ using importance weighting • Learning can be efficiently done by using ▫ ALS ▫ and other computation time reducing tricks • Recommendation accuracy is significantly better than iCA-baseline • Introduced a new context type: sequentiality ▫ association rule like information in factorization framework
  • 17. Thank you for your attention! For more of my recommender systems related research visit my website: http://www.hidasi.eu T