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Kory Mathewson
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Kory Mathewson

@korymath
@GoogleDeepMind generative AI models + agents | getting great tech into the hands of great creative people
Find me onstage and online
korymathewson.com
Joined January 2009
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  • user avatar
    Kory Mathewson
    @korymath
    Aug 12
    Great post from David "At this point, AI agents are solving real problems for me, and do so in a way that sure looks functionally like reasoning or understanding."
    user avatar
    Murray Shanahan
    @mpshanahan
    Aug 12
    My colleague David Reichert has a new substack post on Claude Code: davidpreichert.substack.com/p/if-you-haven…
  • user avatar
    Kory Mathewson
    @korymath
    Aug 7
    Setup: Why did the robot get kicked out of the improv troupe? Punchline: ______ I'll rate + rank the best responses.
  • user avatar
    Kory Mathewson
    @korymath
    Jul 31
    We’re entering the dinosaur diet era of creative consumption: carnivores craving the blood and sweat of human artists herbivores grazing infinite generated pastures omnivores devouring whatever tastes great
  • user avatar
    Kory Mathewson
    @korymath
    Jul 31
    YESSSSSSS --
    user avatar
    Josh Woodward
    Google
    @joshwoodward
    Jul 30
    My new favorite: Gemini Mac app ➔ Hold Fn ➔ Speak ➔ Clean, polished text directly at your cursor Zero editing or copy-pasting required Get it for free: gemini.google/mac
    Image
    GIF
  • user avatar
    Kory Mathewson
    @korymath
    Jul 28
    Andrew is one of the more thoughtful researchers and clearest communicators in the space... strongly recommended reading.
    user avatar
    Andrew Lampinen
    @AndrewLampinen
    Jul 27
    What should we make of recent language model advancements in mathematics? In my new post, I reflect on long-standing cognitive debates about symbols and neural networks in light of this progress. (Link below)
    https://infinitefaculty.substack.com/p/symbols-neural-networks-and-mathematical

Symbols, neural networks, and mathematical intelligence

Some reflections on connectionism and the basis of higher-level cognition

A simple watercolor showing a robot reclining while imagining an affine variety (i.e., the manifold of points implicitly defined by a set of polynomials) and saying “f(x,y,z) = ((1+xy)^3 z + y^2 (1+xy) (4+3xy), y + 3 x (1+xy)^2  z + 3 x y^2 (4+3xy), 2 x - 3 x^2 y - x^3 z)” — courtesy of Gemini

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