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Learning argumentative recommenders Olivier Cailloux LAMSADE, - - PowerPoint PPT Presentation

Learning argumentative recommenders Olivier Cailloux LAMSADE, Universit Paris-Dauphine 22 nd November, 2018 https://github.com/oliviercailloux/CLut Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision


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https://github.com/oliviercailloux/CLut

Learning argumentative recommenders

Olivier Cailloux

LAMSADE, Université Paris-Dauphine

22nd November, 2018

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

A new goal

Recommender systems: what’s appropriate for i? Appropriate, classically: among top-preferred Appropriate, here: among the Deliberated Preference of i Deliberated Preference (DP) Choice behavior when i has taken all arguments into account to form a deliberated opinion

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Outline

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Motivation

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Deliberated Preference

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Argumentative Recommenders

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Convergence with Decision Analysis

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Outline

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Motivation

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Deliberated Preference

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Argumentative Recommenders

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Convergence with Decision Analysis

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Two sorts of preference

Intuitive preference Preference as an “immediate sensation” [von Neumann and Morgenstern, 1944] i knows what’s best by introspection Recommend a movie: i knows how good it feels “There is, of course, an important sense in which preferences, being entirely subjective, cannot be in error” [Savage, 1972] Deliberated preference . . . “but in a different, more subtle sense they can be.” On reflection, I change my mind Relates to “slow thinking” [Kahneman, 2013]

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Relevance

Appropriate when desired to help i deliberate Can’t try out the items (non repeatable choice) Finding best requires careful consideration of all arguments Examples: Choice of place of study Which smartphone / house to buy? How to distribute a prize or revenue? (Fairness?) To which cause should I donate money? Example: A decision procedure for credit requests in a bank Fairness (unconscious discrimination?) Go beyond reflecting some expert’s intuition

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Outline

1

Motivation

2

Deliberated Preference

3

Argumentative Recommenders

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Convergence with Decision Analysis

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Context

J The possible items S∗ All arguments s ∈ S∗ An argument (a text in English) Example argument Item j is better than item j′ because j has a good performance on criteria ‘price’ and ‘speed’ while item j′ has a good performance

  • nly on criterion ‘aspect’, which you do not consider important

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Attitude towards arguments and Deliberated Preference

Given s in favor of j; s′ in favor of j′ Does i prefer j or j′? ▷ binary relation over J × S∗: (j, s) ▷ (j′, s′) iff i strictly prefers j to j′, given s and s′ Ji ⊆ J , the items in the DP of i: having no items strictly preferred to them, all arguments considered Deliberated Preference j ∈ Ji iff ∀(j′, s′) ∈ J × S∗, ∃s ∈ S∗ ♣ (j′, s′) ̸▷ (j, s)

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Outline

1

Motivation

2

Deliberated Preference

3

Argumentative Recommenders

4

Convergence with Decision Analysis

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Argumentative Recommender

Goal of an Argumentative Recommender (AR) Exhibit some items j ∈ Ji and some j′ / ∈ Ji Argue for those claims Given i, AR η produces: Jη ⊆ J items that η claims are in Ji f def

η

: Jη × J → S∗ to defend items in Jη Rη ⊆ J × J pairs (j, j′) such that η claims that i deliberately prefers j to j′ f att

η

: Rη → S∗ to support the claims represented by Rη Permits to compare ARs!

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Outline

1

Motivation

2

Deliberated Preference

3

Argumentative Recommenders

4

Convergence with Decision Analysis

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Relationship with Decision Analysis

Decision Analysis (DA) has a similar goal: help user deliberate DA use preference models based on sound principles Models not perfectly accurate to describe everyday behavior But might better describe thoughtful behavior Prospect theory [Wakker, 2010] VS Utility theory

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Build Argumentative Recommenders with Decision Analysis models

Search models of DP within a class of models proposed in DA Use and extend work producing arguments given DA models

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

EU maximizer facing Allais’s problem

L1 1M 100% L2 0M 1% 1M 89% 5M 10% L3 0M 89% 1M 11% L4 0M 90% 5M 10% i could be intuitively attracted by L1 ≻ L2 and L3 ≻ L4 Expected Utility principles could help . . . if i is a utility maximizer Prescription useful to Savage himself

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Motivation Deliberated Preference Argumentative Recommenders Convergence with Decision Analysis

Conclusion

To help i decide Build Argumentative Recommenders Still a prediction problem: predict her Deliberated Preference To be done using Decision Analysis principles or otherwise!

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Thank you for your attention!

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References Various

References I

  • D. Kahneman. Thinking, fast and slow. Farrar, Straus and Giroux,

New York, 2013. ISBN 978-0-374-53355-7.

  • L. J. Savage. The foundations of statistics. Dover Publications,

New York, second revised edition, 1972. ISBN 978-0-486-62349-8.

  • J. von Neumann and O. Morgenstern. Theory of games and

economic behavior. Princeton university press, 1944.

  • P. P. Wakker. Prospect Theory: For Risk and Ambiguity.

Cambridge University Press, July 2010. ISBN 978-1-139-48910-2.

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References Various

Thierry’s problem

Thierry wants to choose a car! Example recommendation Like speed? Pick A Like comfort? Pick B Don’t take C: bad tradeoff Good advice? Wrt DP Empirical question Uses psychology of Thierry or of humans (Consumers Report strategy)

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License

This presentation, and the associated L

AT

EX code, are published under the MIT license. Feel free to reuse (parts of) the presentation, under condition that you cite the author. Credits are to be given to Olivier Cailloux, Université Paris-Dauphine.