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Google introduces Nested Learning, a new ML approach for continual learning that views models as nested optimization problems to enhance long context processing (Google Research)

Google Research : Google introduces Nested Learning, a new ML approach for continual learning that views models as nested optimization pr...

7 November 2025

Both Baumol effect and Jevons paradox may apply to the AI supercycle, as services with AI productivity gains get cheaper, while those without AI become costlier (Alex Danco/a16z)

Alex Danco / a16z:
Both Baumol effect and Jevons paradox may apply to the AI supercycle, as services with AI productivity gains get cheaper, while those without AI become costlier  —  The Baumol Effect and Jevons paradox are related  —  If you live in the United States today, and you accidentally knock a hole in your wall …

Posted from: this blog via Microsoft Power Automate.

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