~/talk

Reinforcement Learning in Recommender Systems: Some Challenges

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Highlights practical obstacles and partial solutions: recommender action sets are often stochastic action sets that break standard MDPs; user interaction is a low signal-to-noise POMDP with months‑long learning (a four‑month YouTube experiment shows slow cumulative effects); proposes temporal aggregation and commitment to amplify tiny advantages; introduces a Slate Q decomposition using conditional‑logit choice models, LP relaxation (Charnes‑Cooper) and top‑k greedy serving; shows a live re‑ranking A/B yielding about 1% YouTube uplift.

AI-written summary · about

  1. 0:00Intro
  2. 4:09RL in User-Facing/Interactive Systems nature RL has found tremendous success with deep models
  3. 5:24Some Challenges in User-facing RL (RecSys) Scale • Number of users (multi-user/MDPs) & actions combinatoriales, slates Idiosyncratic nature of actions
  4. 11:30I. Stochastic Action Sets
  5. 13:42SAS-MDPs: Constructing an MDP
  6. 16:07SAS-MDPs: Solving Extended MDP
  7. 17:44II. User-learning over Long Horizons Evidence of (very) slow user leaming and adaptation
  8. 24:16Advantage Amplification Temporal aggregation leg, fixed actions can help amplify advantages
  9. 24:52Advantage Amplification Temporal aggregation (eg, fixed actions) can help amplify advantages
  10. 28:19Advantage Amplification Key points
  11. 29:02An MDP/RL Formulation Objective: max cumulative user engagement' over session
  12. 31:08The Problem: Item Interaction The presence of some items on the slate impacts user response hence value of others
  13. 33:53User Choice: Assumptions Two key, but reasonable, assumptions
  14. 37:08Full Q-Learning Decomposition still holds, standard Q-leaming update
  15. 37:52Slate Optimization: Tractable Standard formulation: Fractional moved-integer program
  16. 38:37Slate Optimization: Tractable Standard formulation: Fractional mixed-integer program
  17. 40:43Synthetic Experiments Synthetic environment
  18. 46:30Robustness to User Choice Models Change user choice model to cascade Joachims 2002
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