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“Understanding Shapley Values with Venn Diagrams” by Carson L
MP3•Źródło odcinka
Manage episode 455221809 series 3364760
Treść dostarczona przez LessWrong. Cała zawartość podcastów, w tym odcinki, grafika i opisy podcastów, jest przesyłana i udostępniana bezpośrednio przez LessWrong lub jego partnera na platformie podcastów. Jeśli uważasz, że ktoś wykorzystuje Twoje dzieło chronione prawem autorskim bez Twojej zgody, możesz postępować zgodnie z procedurą opisaną tutaj https://pl.player.fm/legal.
Someone I know, Carson Loughridge, wrote this very nice post explaining the core intuition around Shapley values (which play an important role in impact assessment and cooperative games) using Venn diagrams, and I think it's great. It might be the most intuitive explainer I've come across so far.
Incidentally, the post also won an honorable mention in 3blue1brown's Summer of Mathematical Exposition. I'm really proud of having given input on the post.
I've included the full post (with permission), as follows:
Shapley values are an extremely popular tool in both economics and explainable AI.
In this article, we use the concept of “synergy” to build intuition for why Shapley values are fair. There are four unique properties to Shapley values, and all of them can be justified visually. Let's dive in!
A figure from Bloch et al., 2021 using the Python package SHAP The Game
On a sunny summer [...]
---
Outline:
(01:07) The Game
(04:41) The Formalities
(06:17) Concluding Notes
The original text contained 2 images which were described by AI.
---
First published:
December 6th, 2024
Source:
https://www.lesswrong.com/posts/WxCtxaAznn8waRWPG/understanding-shapley-values-with-venn-diagrams
---
Narrated by TYPE III AUDIO.
---
…
continue reading
Incidentally, the post also won an honorable mention in 3blue1brown's Summer of Mathematical Exposition. I'm really proud of having given input on the post.
I've included the full post (with permission), as follows:
Shapley values are an extremely popular tool in both economics and explainable AI.
In this article, we use the concept of “synergy” to build intuition for why Shapley values are fair. There are four unique properties to Shapley values, and all of them can be justified visually. Let's dive in!
A figure from Bloch et al., 2021 using the Python package SHAP The Game
On a sunny summer [...]
---
Outline:
(01:07) The Game
(04:41) The Formalities
(06:17) Concluding Notes
The original text contained 2 images which were described by AI.
---
First published:
December 6th, 2024
Source:
https://www.lesswrong.com/posts/WxCtxaAznn8waRWPG/understanding-shapley-values-with-venn-diagrams
---
Narrated by TYPE III AUDIO.
---
Images from the article:
Apple Podcasts and Spotify do not show images in the episode description. Try Pocket Casts, or another podcast app.
Apple Podcasts and Spotify do not show images in the episode description. Try Pocket Casts, or another podcast app.
412 odcinków
MP3•Źródło odcinka
Manage episode 455221809 series 3364760
Treść dostarczona przez LessWrong. Cała zawartość podcastów, w tym odcinki, grafika i opisy podcastów, jest przesyłana i udostępniana bezpośrednio przez LessWrong lub jego partnera na platformie podcastów. Jeśli uważasz, że ktoś wykorzystuje Twoje dzieło chronione prawem autorskim bez Twojej zgody, możesz postępować zgodnie z procedurą opisaną tutaj https://pl.player.fm/legal.
Someone I know, Carson Loughridge, wrote this very nice post explaining the core intuition around Shapley values (which play an important role in impact assessment and cooperative games) using Venn diagrams, and I think it's great. It might be the most intuitive explainer I've come across so far.
Incidentally, the post also won an honorable mention in 3blue1brown's Summer of Mathematical Exposition. I'm really proud of having given input on the post.
I've included the full post (with permission), as follows:
Shapley values are an extremely popular tool in both economics and explainable AI.
In this article, we use the concept of “synergy” to build intuition for why Shapley values are fair. There are four unique properties to Shapley values, and all of them can be justified visually. Let's dive in!
A figure from Bloch et al., 2021 using the Python package SHAP The Game
On a sunny summer [...]
---
Outline:
(01:07) The Game
(04:41) The Formalities
(06:17) Concluding Notes
The original text contained 2 images which were described by AI.
---
First published:
December 6th, 2024
Source:
https://www.lesswrong.com/posts/WxCtxaAznn8waRWPG/understanding-shapley-values-with-venn-diagrams
---
Narrated by TYPE III AUDIO.
---
…
continue reading
Incidentally, the post also won an honorable mention in 3blue1brown's Summer of Mathematical Exposition. I'm really proud of having given input on the post.
I've included the full post (with permission), as follows:
Shapley values are an extremely popular tool in both economics and explainable AI.
In this article, we use the concept of “synergy” to build intuition for why Shapley values are fair. There are four unique properties to Shapley values, and all of them can be justified visually. Let's dive in!
A figure from Bloch et al., 2021 using the Python package SHAP The Game
On a sunny summer [...]
---
Outline:
(01:07) The Game
(04:41) The Formalities
(06:17) Concluding Notes
The original text contained 2 images which were described by AI.
---
First published:
December 6th, 2024
Source:
https://www.lesswrong.com/posts/WxCtxaAznn8waRWPG/understanding-shapley-values-with-venn-diagrams
---
Narrated by TYPE III AUDIO.
---
Images from the article:
Apple Podcasts and Spotify do not show images in the episode description. Try Pocket Casts, or another podcast app.
Apple Podcasts and Spotify do not show images in the episode description. Try Pocket Casts, or another podcast app.
412 odcinków
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